TSTP Solution File: SWW233+1 by CSE---1.6
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- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SWW233+1 : TPTP v8.1.2. Released v5.2.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %s %d
% Computer : n012.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Fri Sep 1 00:13:16 EDT 2023
% Result : Timeout 289.18s 289.20s
% Output : None
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12 % Problem : SWW233+1 : TPTP v8.1.2. Released v5.2.0.
% 0.00/0.13 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %s %d
% 0.17/0.35 % Computer : n012.cluster.edu
% 0.17/0.35 % Model : x86_64 x86_64
% 0.17/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.17/0.35 % Memory : 8042.1875MB
% 0.17/0.35 % OS : Linux 3.10.0-693.el7.x86_64
% 0.17/0.35 % CPULimit : 300
% 0.17/0.35 % WCLimit : 300
% 0.17/0.35 % DateTime : Sun Aug 27 21:10:40 EDT 2023
% 0.17/0.35 % CPUTime :
% 0.21/0.60 start to proof:theBenchmark
% 289.18/289.20 %-------------------------------------------
% 289.18/289.20 % File :CSE---1.6
% 289.18/289.20 % Problem :theBenchmark
% 289.18/289.20 % Transform :cnf
% 289.18/289.20 % Format :tptp:raw
% 289.18/289.20 % Command :java -jar mcs_scs.jar %d %s
% 289.18/289.20
% 289.18/289.20 % Result :Theorem 287.710000s
% 289.18/289.20 % Output :CNFRefutation 287.710000s
% 289.18/289.20 %-------------------------------------------
% 289.18/289.21 %------------------------------------------------------------------------------
% 289.18/289.21 % File : SWW233+1 : TPTP v8.1.2. Released v5.2.0.
% 289.18/289.21 % Domain : Software Verification
% 289.18/289.21 % Problem : Fundamental Theorem of Algebra 437578, 1000 axioms selected
% 289.18/289.21 % Version : Especial.
% 289.18/289.21 % English :
% 289.18/289.21
% 289.18/289.21 % Refs : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day
% 289.18/289.21 % : [Bla11] Blanchette (2011), Email to Geoff Sutcliffe
% 289.18/289.21 % Source : [Bla11]
% 289.18/289.21 % Names : fta_437578.1000.p [Bla11]
% 289.18/289.21
% 289.18/289.21 % Status : Theorem
% 289.18/289.21 % Rating : 0.47 v7.5.0, 0.53 v7.4.0, 0.37 v7.3.0, 0.45 v7.2.0, 0.41 v7.1.0, 0.35 v7.0.0, 0.33 v6.4.0, 0.38 v6.3.0, 0.29 v6.2.0, 0.44 v6.1.0, 0.53 v6.0.0, 0.39 v5.5.0, 0.63 v5.4.0, 0.64 v5.3.0, 0.70 v5.2.0
% 289.18/289.21 % Syntax : Number of formulae : 1261 ( 374 unt; 0 def)
% 289.18/289.21 % Number of atoms : 2966 ( 751 equ)
% 289.18/289.21 % Maximal formula atoms : 13 ( 2 avg)
% 289.18/289.21 % Number of connectives : 1858 ( 153 ~; 58 |; 129 &)
% 289.18/289.21 % ( 216 <=>;1302 =>; 0 <=; 0 <~>)
% 289.18/289.21 % Maximal formula depth : 13 ( 5 avg)
% 289.18/289.21 % Maximal term depth : 7 ( 2 avg)
% 289.18/289.21 % Number of predicates : 73 ( 72 usr; 0 prp; 1-3 aty)
% 289.18/289.21 % Number of functors : 46 ( 46 usr; 13 con; 0-5 aty)
% 289.18/289.21 % Number of variables : 2806 (2765 !; 41 ?)
% 289.18/289.21 % SPC : FOF_THM_RFO_SEQ
% 289.18/289.21
% 289.18/289.21 % Comments : This file was generated by Isabelle (most likely Sledgehammer)
% 289.18/289.21 % 2011-03-01 11:42:30
% 289.18/289.21 %------------------------------------------------------------------------------
% 289.18/289.21 %----Relevant facts (997)
% 289.18/289.21 fof(fact_ext,axiom,
% 289.18/289.21 ! [V_g_2,V_f_2] :
% 289.18/289.21 ( ! [B_x] : hAPP(V_f_2,B_x) = hAPP(V_g_2,B_x)
% 289.18/289.21 => V_f_2 = V_g_2 ) ).
% 289.18/289.21
% 289.18/289.21 fof(fact_assms,axiom,
% 289.18/289.21 v_p != c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ).
% 289.18/289.21
% 289.18/289.21 fof(fact_order__refl,axiom,
% 289.18/289.21 ! [V_x,T_a] :
% 289.18/289.21 ( class_Orderings_Opreorder(T_a)
% 289.18/289.21 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_x) ) ).
% 289.18/289.21
% 289.18/289.21 fof(fact_h,axiom,
% 289.18/289.21 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,v_r____)),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,v_z____)) ).
% 289.18/289.21
% 289.18/289.21 fof(fact_real__le__refl,axiom,
% 289.18/289.21 ! [V_w] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_w,V_w) ).
% 289.18/289.21
% 289.18/289.21 fof(fact_real__le__linear,axiom,
% 289.18/289.21 ! [V_w,V_z] :
% 289.18/289.21 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_z,V_w)
% 289.18/289.21 | c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_w,V_z) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_real__le__trans,axiom,
% 289.18/289.22 ! [V_k,V_j,V_i] :
% 289.18/289.22 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_i,V_j)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_j,V_k)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_i,V_k) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_real__le__antisym,axiom,
% 289.18/289.22 ! [V_w,V_z] :
% 289.18/289.22 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_z,V_w)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_w,V_z)
% 289.18/289.22 => V_z = V_w ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_le__fun__def,axiom,
% 289.18/289.22 ! [V_g_2,V_f_2,T_a,T_b] :
% 289.18/289.22 ( class_Orderings_Oord(T_b)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2)
% 289.18/289.22 <=> ! [B_x] : c_Orderings_Oord__class_Oless__eq(T_b,hAPP(V_f_2,B_x),hAPP(V_g_2,B_x)) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_linorder__linear,axiom,
% 289.18/289.22 ! [V_y,V_x,T_a] :
% 289.18/289.22 ( class_Orderings_Olinorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.22 | c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_order__eq__iff,axiom,
% 289.18/289.22 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( V_x_2 = V_y_2
% 289.18/289.22 <=> ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.22 & c_Orderings_Oord__class_Oless__eq(T_a,V_y_2,V_x_2) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_order__eq__refl,axiom,
% 289.18/289.22 ! [V_y,V_x,T_a] :
% 289.18/289.22 ( class_Orderings_Opreorder(T_a)
% 289.18/289.22 => ( V_x = V_y
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_le__funD,axiom,
% 289.18/289.22 ! [V_x_2,V_g_2,V_f_2,T_a,T_b] :
% 289.18/289.22 ( class_Orderings_Oord(T_b)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_b,hAPP(V_f_2,V_x_2),hAPP(V_g_2,V_x_2)) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_H,axiom,
% 289.18/289.22 v_cs____ != c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_real__add__left__mono,axiom,
% 289.18/289.22 ! [V_z,V_y,V_x] :
% 289.18/289.22 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,V_y)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_z,V_x),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_z,V_y)) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_linorder__le__cases,axiom,
% 289.18/289.22 ! [V_y,V_x,T_a] :
% 289.18/289.22 ( class_Orderings_Olinorder(T_a)
% 289.18/289.22 => ( ~ c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_le__funE,axiom,
% 289.18/289.22 ! [V_x_2,V_g_2,V_f_2,T_a,T_b] :
% 289.18/289.22 ( class_Orderings_Oord(T_b)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_b,hAPP(V_f_2,V_x_2),hAPP(V_g_2,V_x_2)) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_xt1_I6_J,axiom,
% 289.18/289.22 ! [V_z,V_x,V_y,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_z,V_y)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_z,V_x) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_xt1_I5_J,axiom,
% 289.18/289.22 ! [V_x,V_y,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.22 => V_x = V_y ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_order__trans,axiom,
% 289.18/289.22 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.22 ( class_Orderings_Opreorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_z)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_z) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_order__antisym,axiom,
% 289.18/289.22 ! [V_y,V_x,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x)
% 289.18/289.22 => V_x = V_y ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_xt1_I4_J,axiom,
% 289.18/289.22 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a)
% 289.18/289.22 => ( V_b = V_c
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_a) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_ord__le__eq__trans,axiom,
% 289.18/289.22 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.22 ( class_Orderings_Oord(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.22 => ( V_b = V_c
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_c) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_xt1_I3_J,axiom,
% 289.18/289.22 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( V_a = V_b
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_b)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_a) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_ord__eq__le__trans,axiom,
% 289.18/289.22 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.22 ( class_Orderings_Oord(T_a)
% 289.18/289.22 => ( V_a = V_b
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_c)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_c) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_order__antisym__conv,axiom,
% 289.18/289.22 ! [V_x_2,V_y_2,T_a] :
% 289.18/289.22 ( class_Orderings_Oorder(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y_2,V_x_2)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.22 <=> V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_norm__triangle__ineq,axiom,
% 289.18/289.22 ! [V_y,V_x,T_a] :
% 289.18/289.22 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Oplus__class_Oplus(T_a,V_x,V_y)),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),c_RealVector_Onorm__class_Onorm(T_a,V_y))) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_norm__one,axiom,
% 289.18/289.22 ! [T_a] :
% 289.18/289.22 ( class_RealVector_Oreal__normed__algebra__1(T_a)
% 289.18/289.22 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Oone__class_Oone(T_a)) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_norm__le__zero__iff,axiom,
% 289.18/289.22 ! [V_x_2,T_a] :
% 289.18/289.22 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.22 <=> V_x_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_abs__triangle__ineq,axiom,
% 289.18/289.22 ! [V_b,V_a,T_a] :
% 289.18/289.22 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b))) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_abs__ge__zero,axiom,
% 289.18/289.22 ! [V_a,T_a] :
% 289.18/289.22 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_abs__le__zero__iff,axiom,
% 289.18/289.22 ! [V_ab_2,T_a] :
% 289.18/289.22 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,V_ab_2),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.22 <=> V_ab_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_abs__of__nonneg,axiom,
% 289.18/289.22 ! [V_a,T_a] :
% 289.18/289.22 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.22 => c_Groups_Oabs__class_Oabs(T_a,V_a) = V_a ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_not__one__le__zero,axiom,
% 289.18/289.22 ! [T_a] :
% 289.18/289.22 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.22 => ~ c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Ozero__class_Ozero(T_a)) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_zero__le__one,axiom,
% 289.18/289.22 ! [T_a] :
% 289.18/289.22 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oone__class_Oone(T_a)) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_zero__le__double__add__iff__zero__le__single__add,axiom,
% 289.18/289.22 ! [V_ab_2,T_a] :
% 289.18/289.22 ( class_Groups_Olinordered__ab__group__add(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2))
% 289.18/289.22 <=> c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_double__add__le__zero__iff__single__add__le__zero,axiom,
% 289.18/289.22 ! [V_ab_2,T_a] :
% 289.18/289.22 ( class_Groups_Olinordered__ab__group__add(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.22 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_add__nonneg__nonneg,axiom,
% 289.18/289.22 ! [V_b,V_a,T_a] :
% 289.18/289.22 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.22 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)) ) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_real__norm__def,axiom,
% 289.18/289.22 ! [V_r] : c_RealVector_Onorm__class_Onorm(tc_RealDef_Oreal,V_r) = c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_r) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_real__zero__not__eq__one,axiom,
% 289.18/289.22 c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) != c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_norm__ge__zero,axiom,
% 289.18/289.22 ! [V_x,T_a] :
% 289.18/289.22 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.22 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_x)) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_zero__reorient,axiom,
% 289.18/289.22 ! [V_x_2,T_a] :
% 289.18/289.22 ( class_Groups_Ozero(T_a)
% 289.18/289.22 => ( c_Groups_Ozero__class_Ozero(T_a) = V_x_2
% 289.18/289.22 <=> V_x_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_complex__mod__triangle__sub,axiom,
% 289.18/289.22 ! [V_z,V_w] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,V_w),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,V_w,V_z)),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,V_z))) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_add__right__imp__eq,axiom,
% 289.18/289.22 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.22 ( class_Groups_Ocancel__semigroup__add(T_a)
% 289.18/289.22 => ( c_Groups_Oplus__class_Oplus(T_a,V_b,V_a) = c_Groups_Oplus__class_Oplus(T_a,V_c,V_a)
% 289.18/289.22 => V_b = V_c ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_add__imp__eq,axiom,
% 289.18/289.22 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.22 ( class_Groups_Ocancel__ab__semigroup__add(T_a)
% 289.18/289.22 => ( c_Groups_Oplus__class_Oplus(T_a,V_a,V_b) = c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)
% 289.18/289.22 => V_b = V_c ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_add__left__imp__eq,axiom,
% 289.18/289.22 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.22 ( class_Groups_Ocancel__semigroup__add(T_a)
% 289.18/289.22 => ( c_Groups_Oplus__class_Oplus(T_a,V_a,V_b) = c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)
% 289.18/289.22 => V_b = V_c ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_add__right__cancel,axiom,
% 289.18/289.22 ! [V_ca_2,V_ab_2,V_b_2,T_a] :
% 289.18/289.22 ( class_Groups_Ocancel__semigroup__add(T_a)
% 289.18/289.22 => ( c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_ab_2) = c_Groups_Oplus__class_Oplus(T_a,V_ca_2,V_ab_2)
% 289.18/289.22 <=> V_b_2 = V_ca_2 ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_add__left__cancel,axiom,
% 289.18/289.22 ! [V_ca_2,V_b_2,V_ab_2,T_a] :
% 289.18/289.22 ( class_Groups_Ocancel__semigroup__add(T_a)
% 289.18/289.22 => ( c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_b_2) = c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ca_2)
% 289.18/289.22 <=> V_b_2 = V_ca_2 ) ) ).
% 289.18/289.22
% 289.18/289.22 fof(fact_ab__semigroup__add__class_Oadd__ac_I1_J,axiom,
% 289.18/289.22 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.22 ( class_Groups_Oab__semigroup__add(T_a)
% 289.18/289.22 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oplus__class_Oplus(T_a,V_b,V_c)) ) ).
% 289.18/289.22
% 289.18/289.23 fof(fact_one__reorient,axiom,
% 289.18/289.23 ! [V_x_2,T_a] :
% 289.18/289.23 ( class_Groups_Oone(T_a)
% 289.18/289.23 => ( c_Groups_Oone__class_Oone(T_a) = V_x_2
% 289.18/289.23 <=> V_x_2 = c_Groups_Oone__class_Oone(T_a) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__idempotent,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.23 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a)) = c_Groups_Oabs__class_Oabs(T_a,V_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add_Ocomm__neutral,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Groups_Ocomm__monoid__add(T_a)
% 289.18/289.23 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__0__right,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Groups_Omonoid__add(T_a)
% 289.18/289.23 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_double__zero__sym,axiom,
% 289.18/289.23 ! [V_ab_2,T_a] :
% 289.18/289.23 ( class_Groups_Olinordered__ab__group__add(T_a)
% 289.18/289.23 => ( c_Groups_Ozero__class_Ozero(T_a) = c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2)
% 289.18/289.23 <=> V_ab_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__0,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Groups_Ocomm__monoid__add(T_a)
% 289.18/289.23 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = V_a ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__0__left,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Groups_Omonoid__add(T_a)
% 289.18/289.23 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = V_a ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__le__cancel__right,axiom,
% 289.18/289.23 ! [V_b_2,V_ca_2,V_ab_2,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ca_2),c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_ca_2))
% 289.18/289.23 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,V_b_2) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__le__cancel__left,axiom,
% 289.18/289.23 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ca_2,V_ab_2),c_Groups_Oplus__class_Oplus(T_a,V_ca_2,V_b_2))
% 289.18/289.23 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,V_b_2) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__right__mono,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_c)) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__left__mono,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_c,V_a),c_Groups_Oplus__class_Oplus(T_a,V_c,V_b)) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__mono,axiom,
% 289.18/289.23 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_d)) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__le__imp__le__right,axiom,
% 289.18/289.23 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_c))
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__le__imp__le__left,axiom,
% 289.18/289.23 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_c,V_a),c_Groups_Oplus__class_Oplus(T_a,V_c,V_b))
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_zero__neq__one,axiom,
% 289.18/289.23 ! [T_a] :
% 289.18/289.23 ( class_Rings_Ozero__neq__one(T_a)
% 289.18/289.23 => c_Groups_Ozero__class_Ozero(T_a) != c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_one__neq__zero,axiom,
% 289.18/289.23 ! [T_a] :
% 289.18/289.23 ( class_Rings_Ozero__neq__one(T_a)
% 289.18/289.23 => c_Groups_Oone__class_Oone(T_a) != c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_norm__eq__zero,axiom,
% 289.18/289.23 ! [V_x_2,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.23 => ( c_RealVector_Onorm__class_Onorm(T_a,V_x_2) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.23 <=> V_x_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_norm__zero,axiom,
% 289.18/289.23 ! [T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.23 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__eq__0,axiom,
% 289.18/289.23 ! [V_ab_2,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.23 => ( c_Groups_Oabs__class_Oabs(T_a,V_ab_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.23 <=> V_ab_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__zero,axiom,
% 289.18/289.23 ! [T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.23 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__ge__self,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Oabs__class_Oabs(T_a,V_a)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__le__D1,axiom,
% 289.18/289.23 ! [V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),V_b)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__add__abs,axiom,
% 289.18/289.23 ! [V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.23 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b))) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__one,axiom,
% 289.18/289.23 ! [T_a] :
% 289.18/289.23 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.23 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Oone__class_Oone(T_a)) = c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__norm__cancel,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.23 => c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a)) = c_RealVector_Onorm__class_Onorm(T_a,V_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__nonpos__nonpos,axiom,
% 289.18/289.23 ! [V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__increasing2,axiom,
% 289.18/289.23 ! [V_a,V_b,V_c,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__increasing,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_c)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__nonneg__eq__0__iff,axiom,
% 289.18/289.23 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x_2)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y_2)
% 289.18/289.23 => ( c_Groups_Oplus__class_Oplus(T_a,V_x_2,V_y_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.23 <=> ( V_x_2 = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.23 & V_y_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_pCons_Oprems,axiom,
% 289.18/289.23 c_Polynomial_OpCons(tc_Complex_Ocomplex,v_c____,v_cs____) != c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_double__eq__0__iff,axiom,
% 289.18/289.23 ! [V_ab_2,T_a] :
% 289.18/289.23 ( class_Groups_Olinordered__ab__group__add(T_a)
% 289.18/289.23 => ( c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.23 <=> V_ab_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_add__0__iff,axiom,
% 289.18/289.23 ! [V_ab_2,V_b_2,T_a] :
% 289.18/289.23 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a)
% 289.18/289.23 => ( V_b_2 = c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_ab_2)
% 289.18/289.23 <=> V_ab_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I6_J,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I5_J,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = V_a ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_psize__eq__0__iff,axiom,
% 289.18/289.23 ! [V_pa_2,T_a] :
% 289.18/289.23 ( class_Groups_Ozero(T_a)
% 289.18/289.23 => ( c_Fundamental__Theorem__Algebra__Mirabelle_Opsize(T_a,V_pa_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.23 <=> V_pa_2 = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_norm__sgn,axiom,
% 289.18/289.23 ! [V_x,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.23 => ( ( V_x = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.23 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Osgn__class_Osgn(T_a,V_x)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) )
% 289.18/289.23 & ( V_x != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.23 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Osgn__class_Osgn(T_a,V_x)) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_abs__add__one__gt__zero,axiom,
% 289.18/289.23 ! [V_x] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x))) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_r,axiom,
% 289.18/289.23 ! [B_z] :
% 289.18/289.23 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,v_r____,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,B_z))
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,v_da____,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,v_aa____)),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,hAPP(c_Polynomial_Opoly(tc_Complex_Ocomplex,c_Polynomial_OpCons(tc_Complex_Ocomplex,v_c____,v_cs____)),B_z))) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_convex__bound__le,axiom,
% 289.18/289.23 ! [V_v,V_u,V_y,V_a,V_x,T_a] :
% 289.18/289.23 ( class_Rings_Olinordered__semiring__1(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_u)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_v)
% 289.18/289.23 => ( c_Groups_Oplus__class_Oplus(T_a,V_u,V_v) = c_Groups_Oone__class_Oone(T_a)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_u),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_v),V_y)),V_a) ) ) ) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_norm__diff__triangle__ineq,axiom,
% 289.18/289.23 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.23 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Oplus__class_Oplus(T_a,V_c,V_d))),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_c)),c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_b,V_d)))) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_less__add__iff2,axiom,
% 289.18/289.23 ! [V_db_2,V_b_2,V_ca_2,V_e_2,V_ab_2,T_a] :
% 289.18/289.23 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_e_2),V_ca_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_db_2))
% 289.18/289.23 <=> c_Orderings_Oord__class_Oless(T_a,V_ca_2,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_b_2,V_ab_2)),V_e_2),V_db_2)) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_less__add__iff1,axiom,
% 289.18/289.23 ! [V_db_2,V_b_2,V_ca_2,V_e_2,V_ab_2,T_a] :
% 289.18/289.23 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_e_2),V_ca_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_db_2))
% 289.18/289.23 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2)),V_e_2),V_ca_2),V_db_2) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_diff__eq__diff__less,axiom,
% 289.18/289.23 ! [V_db_2,V_ca_2,V_b_2,V_ab_2,T_a] :
% 289.18/289.23 ( class_Groups_Oordered__ab__group__add(T_a)
% 289.18/289.23 => ( c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2) = c_Groups_Ominus__class_Ominus(T_a,V_ca_2,V_db_2)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2)
% 289.18/289.23 <=> c_Orderings_Oord__class_Oless(T_a,V_ca_2,V_db_2) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_diff__eq__diff__eq,axiom,
% 289.18/289.23 ! [V_db_2,V_ca_2,V_b_2,V_ab_2,T_a] :
% 289.18/289.23 ( class_Groups_Oab__group__add(T_a)
% 289.18/289.23 => ( c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2) = c_Groups_Ominus__class_Ominus(T_a,V_ca_2,V_db_2)
% 289.18/289.23 => ( V_ab_2 = V_b_2
% 289.18/289.23 <=> V_ca_2 = V_db_2 ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_norm__mult__less,axiom,
% 289.18/289.23 ! [V_s,V_y,V_r,V_x,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),V_r)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_y),V_s)
% 289.18/289.23 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_r),V_s)) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_linorder__neqE__linordered__idom,axiom,
% 289.18/289.23 ! [V_y,V_x,T_a] :
% 289.18/289.23 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.23 => ( V_x != V_y
% 289.18/289.23 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_mult__left_Odiff,axiom,
% 289.18/289.23 ! [V_ya,V_y,V_x,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_x,V_y)),V_ya) = c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_ya),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_ya)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_mult_Odiff__left,axiom,
% 289.18/289.23 ! [V_b,V_a_H,V_a,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_a,V_a_H)),V_b) = c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_H),V_b)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_ab__semigroup__mult__class_Omult__ac_I1_J,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Groups_Oab__semigroup__mult(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)),V_c) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_mult__right_Odiff,axiom,
% 289.18/289.23 ! [V_y,V_x,V_xa,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa),c_Groups_Ominus__class_Ominus(T_a,V_x,V_y)) = c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa),V_y)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_mult_Odiff__right,axiom,
% 289.18/289.23 ! [V_b_H,V_b,V_a,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Ominus__class_Ominus(T_a,V_b,V_b_H)) = c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b_H)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_sgn__mult,axiom,
% 289.18/289.23 ! [V_y,V_x,T_a] :
% 289.18/289.23 ( class_RealVector_Oreal__normed__div__algebra(T_a)
% 289.18/289.23 => c_Groups_Osgn__class_Osgn(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Osgn__class_Osgn(T_a,V_x)),c_Groups_Osgn__class_Osgn(T_a,V_y)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_sgn__times,axiom,
% 289.18/289.23 ! [V_b,V_a,T_a] :
% 289.18/289.23 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.23 => c_Groups_Osgn__class_Osgn(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Osgn__class_Osgn(T_a,V_a)),c_Groups_Osgn__class_Osgn(T_a,V_b)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_sgn__sgn,axiom,
% 289.18/289.23 ! [V_a,T_a] :
% 289.18/289.23 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.23 => c_Groups_Osgn__class_Osgn(T_a,c_Groups_Osgn__class_Osgn(T_a,V_a)) = c_Groups_Osgn__class_Osgn(T_a,V_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I7_J,axiom,
% 289.18/289.23 ! [V_b,V_a,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_a) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I19_J,axiom,
% 289.18/289.23 ! [V_ry,V_rx,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),V_ry)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ry)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I18_J,axiom,
% 289.18/289.23 ! [V_ry,V_rx,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),V_ry)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_rx)),V_ry) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I17_J,axiom,
% 289.18/289.23 ! [V_rx,V_ly,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ly)),V_rx) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ly),V_rx)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I16_J,axiom,
% 289.18/289.23 ! [V_rx,V_ly,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ly)),V_rx) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_rx)),V_ly) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I14_J,axiom,
% 289.18/289.23 ! [V_ry,V_rx,V_ly,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ly)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),V_ry)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ly),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),V_ry))) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I15_J,axiom,
% 289.18/289.23 ! [V_ry,V_rx,V_ly,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ly)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),V_ry)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ly)),V_ry)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I13_J,axiom,
% 289.18/289.23 ! [V_ry,V_rx,V_ly,V_lx,T_a] :
% 289.18/289.23 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.23 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_ly)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_rx),V_ry)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_lx),V_rx)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ly),V_ry)) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_linorder__cases,axiom,
% 289.18/289.23 ! [V_y,V_x,T_a] :
% 289.18/289.23 ( class_Orderings_Olinorder(T_a)
% 289.18/289.23 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.23 => ( V_x != V_y
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_order__less__asym,axiom,
% 289.18/289.23 ! [V_y,V_x,T_a] :
% 289.18/289.23 ( class_Orderings_Opreorder(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.23 => ~ c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_xt1_I10_J,axiom,
% 289.18/289.23 ! [V_z,V_x,V_y,T_a] :
% 289.18/289.23 ( class_Orderings_Oorder(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_x)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_z,V_y)
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_z,V_x) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_order__less__trans,axiom,
% 289.18/289.23 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.23 ( class_Orderings_Opreorder(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_z)
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_x,V_z) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_xt1_I2_J,axiom,
% 289.18/289.23 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.23 ( class_Orderings_Oorder(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a)
% 289.18/289.23 => ( V_b = V_c
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_c,V_a) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_ord__less__eq__trans,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Orderings_Oord(T_a)
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.23 => ( V_b = V_c
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_a,V_c) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_xt1_I1_J,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.23 ( class_Orderings_Oorder(T_a)
% 289.18/289.23 => ( V_a = V_b
% 289.18/289.23 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_b)
% 289.18/289.23 => c_Orderings_Oord__class_Oless(T_a,V_c,V_a) ) ) ) ).
% 289.18/289.23
% 289.18/289.23 fof(fact_ord__eq__less__trans,axiom,
% 289.18/289.23 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Orderings_Oord(T_a)
% 289.18/289.24 => ( V_a = V_b
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_c) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_xt1_I9_J,axiom,
% 289.18/289.24 ! [V_a,V_b,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__asym_H,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,V_b,V_a) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__imp__not__eq2,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => V_y != V_x ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__imp__not__eq,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => V_x != V_y ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__imp__not__less,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__not__sym,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_less__imp__neq,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => V_x != V_y ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__neqE,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( V_x != V_y
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__antisym__conv3,axiom,
% 289.18/289.24 ! [V_x_2,V_y_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_y_2,V_x_2)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__less__linear,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 | V_x = V_y
% 289.18/289.24 | c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_not__less__iff__gr__or__eq,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> ( c_Orderings_Oord__class_Oless(T_a,V_y_2,V_x_2)
% 289.18/289.24 | V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__neq__iff,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( V_x_2 != V_y_2
% 289.18/289.24 <=> ( c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 | c_Orderings_Oord__class_Oless(T_a,V_y_2,V_x_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__irrefl,axiom,
% 289.18/289.24 ! [V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_x) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_less__iff__diff__less__0,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__group__add(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2)
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2),c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__diff__mult,axiom,
% 289.18/289.24 ! [V_b,V_a,V_y,V_x,T_a] :
% 289.18/289.24 ( class_Rings_Oring(T_a)
% 289.18/289.24 => c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),c_Groups_Ominus__class_Ominus(T_a,V_y,V_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_x,V_a)),V_b)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_eq__add__iff1,axiom,
% 289.18/289.24 ! [V_db_2,V_b_2,V_ca_2,V_e_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Oring(T_a)
% 289.18/289.24 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_e_2),V_ca_2) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_db_2)
% 289.18/289.24 <=> c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2)),V_e_2),V_ca_2) = V_db_2 ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_eq__add__iff2,axiom,
% 289.18/289.24 ! [V_db_2,V_b_2,V_ca_2,V_e_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Oring(T_a)
% 289.18/289.24 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_e_2),V_ca_2) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_db_2)
% 289.18/289.24 <=> V_ca_2 = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_b_2,V_ab_2)),V_e_2),V_db_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult_Oprod__diff__prod,axiom,
% 289.18/289.24 ! [V_b,V_a,V_y,V_x,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_x,V_a)),c_Groups_Ominus__class_Ominus(T_a,V_y,V_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_x,V_a)),V_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Ominus__class_Ominus(T_a,V_y,V_b))) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__strict__left__mono__neg,axiom,
% 289.18/289.24 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__strict__right__mono__neg,axiom,
% 289.18/289.24 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__mult__strict__left__mono,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__comm__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__strict__left__mono,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__strict__right__mono,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__neg__neg,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__neg__pos,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__cancel__left__neg,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_ca_2,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_ab_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_b_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,V_b_2,V_ab_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_zero__less__mult__pos2,axiom,
% 289.18/289.24 ! [V_a,V_b,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_a))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_zero__less__mult__pos,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__pos__neg2,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_a),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__pos__neg,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__pos__pos,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__cancel__left__pos,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ca_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_ab_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_b_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__cancel__left__disj,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_ab_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_b_2))
% 289.18/289.24 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ca_2)
% 289.18/289.24 & c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2) )
% 289.18/289.24 | ( c_Orderings_Oord__class_Oless(T_a,V_ca_2,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 & c_Orderings_Oord__class_Oless(T_a,V_b_2,V_ab_2) ) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__cancel__right__disj,axiom,
% 289.18/289.24 ! [V_b_2,V_ca_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_ca_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_ca_2))
% 289.18/289.24 <=> ( ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ca_2)
% 289.18/289.24 & c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2) )
% 289.18/289.24 | ( c_Orderings_Oord__class_Oless(T_a,V_ca_2,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 & c_Orderings_Oord__class_Oless(T_a,V_b_2,V_ab_2) ) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_not__square__less__zero,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring(T_a)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_a),c_Groups_Ozero__class_Ozero(T_a)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_less__1__mult,axiom,
% 289.18/289.24 ! [V_n,V_m,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_m)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_n)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_m),V_n)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__mult__less__mono2,axiom,
% 289.18/289.24 ! [V_y,V_x,V_z] :
% 289.18/289.24 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_z)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z),V_y)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__mult__order,axiom,
% 289.18/289.24 ! [V_y,V_x] :
% 289.18/289.24 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_y)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__mult__less__iff1,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,V_za_2] :
% 289.18/289.24 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_za_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x_2),V_za_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_y_2),V_za_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x_2,V_y_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_abs__mult__less,axiom,
% 289.18/289.24 ! [V_d,V_b,V_c,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),V_c)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,V_b),V_d)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),c_Groups_Oabs__class_Oabs(T_a,V_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_d)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_norm__mult,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__div__algebra(T_a)
% 289.18/289.24 => c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_x)),c_RealVector_Onorm__class_Onorm(T_a,V_y)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_sgn__less,axiom,
% 289.18/289.24 ! [V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Osgn__class_Osgn(T_a,V_ab_2),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,V_ab_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_sgn__greater,axiom,
% 289.18/289.24 ! [V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Osgn__class_Osgn(T_a,V_ab_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I9_J,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ozero__class_Ozero(T_a)),V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I10_J,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I34_J,axiom,
% 289.18/289.24 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),c_Groups_Oplus__class_Oplus(T_a,V_y,V_z)) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_z)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_crossproduct__noteq,axiom,
% 289.18/289.24 ! [V_db_2,V_ca_2,V_b_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a)
% 289.18/289.24 => ( ( V_ab_2 != V_b_2
% 289.18/289.24 & V_ca_2 != V_db_2 )
% 289.18/289.24 <=> c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_ca_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_db_2)) != c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_db_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_ca_2)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I8_J,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)),V_c) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I1_J,axiom,
% 289.18/289.24 ! [V_b,V_m,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_m)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)),V_m) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_crossproduct__eq,axiom,
% 289.18/289.24 ! [V_za_2,V_x_2,V_y_2,V_w_2,T_a] :
% 289.18/289.24 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a)
% 289.18/289.24 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_w_2),V_y_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x_2),V_za_2)) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_w_2),V_za_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x_2),V_y_2))
% 289.18/289.24 <=> ( V_w_2 = V_x_2
% 289.18/289.24 | V_y_2 = V_za_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__sgn__abs,axiom,
% 289.18/289.24 ! [V_x,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Osgn__class_Osgn(T_a,V_x)),c_Groups_Oabs__class_Oabs(T_a,V_x)) = V_x ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_abs__sgn,axiom,
% 289.18/289.24 ! [V_k,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => c_Groups_Oabs__class_Oabs(T_a,V_k) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_k),c_Groups_Osgn__class_Osgn(T_a,V_k)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I11_J,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oone__class_Oone(T_a)),V_a) = V_a ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I12_J,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oone__class_Oone(T_a)) = V_a ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_le__add__iff2,axiom,
% 289.18/289.24 ! [V_db_2,V_b_2,V_ca_2,V_e_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_e_2),V_ca_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_db_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ca_2,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_b_2,V_ab_2)),V_e_2),V_db_2)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_le__add__iff1,axiom,
% 289.18/289.24 ! [V_db_2,V_b_2,V_ca_2,V_e_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_e_2),V_ca_2),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b_2),V_e_2),V_db_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2)),V_e_2),V_ca_2),V_db_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__le__cancel__left__pos,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ca_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_ab_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_b_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,V_b_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__le__cancel__left__neg,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_ca_2,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_ab_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ca_2),V_b_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,V_ab_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__strict__mono,axiom,
% 289.18/289.24 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_d)) ) ) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__strict__mono_H,axiom,
% 289.18/289.24 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_d)) ) ) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__le__imp__less,axiom,
% 289.18/289.24 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_d)) ) ) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__le__less__imp__less,axiom,
% 289.18/289.24 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_d)) ) ) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__right__less__imp__less,axiom,
% 289.18/289.24 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__imp__less__right,axiom,
% 289.18/289.24 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__left__less__imp__less,axiom,
% 289.18/289.24 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__less__imp__less__left,axiom,
% 289.18/289.24 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__right__le__imp__le,axiom,
% 289.18/289.24 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__left__le__imp__le,axiom,
% 289.18/289.24 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__semiring__strict(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b))
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.24 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__squared__diff__one__factored,axiom,
% 289.18/289.24 ! [V_x,T_a] :
% 289.18/289.24 ( class_Rings_Oring__1(T_a)
% 289.18/289.24 => c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_x),c_Groups_Oone__class_Oone(T_a)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_x,c_Groups_Oone__class_Oone(T_a))),c_Groups_Ominus__class_Ominus(T_a,V_x,c_Groups_Oone__class_Oone(T_a))) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_norm__triangle__ineq2,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.24 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a),c_RealVector_Onorm__class_Onorm(T_a,V_b)),c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b))) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__mult__le__cancel__iff2,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,V_za_2] :
% 289.18/289.24 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_za_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_za_2),V_x_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_za_2),V_y_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,V_y_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__mult__le__cancel__iff1,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,V_za_2] :
% 289.18/289.24 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_za_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x_2),V_za_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_y_2),V_za_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,V_y_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_norm__mult__ineq,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_x)),c_RealVector_Onorm__class_Onorm(T_a,V_y))) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_sgn__1__pos,axiom,
% 289.18/289.24 ! [V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => ( c_Groups_Osgn__class_Osgn(T_a,V_ab_2) = c_Groups_Oone__class_Oone(T_a)
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_sgn__pos,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.24 => c_Groups_Osgn__class_Osgn(T_a,V_a) = c_Groups_Oone__class_Oone(T_a) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_diff__0__right,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Groups_Ogroup__add(T_a)
% 289.18/289.24 => c_Groups_Ominus__class_Ominus(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_diff__self,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Groups_Ogroup__add(T_a)
% 289.18/289.24 => c_Groups_Ominus__class_Ominus(T_a,V_a,V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_eq__iff__diff__eq__0,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Groups_Oab__group__add(T_a)
% 289.18/289.24 => ( V_ab_2 = V_b_2
% 289.18/289.24 <=> c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2) = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_right__minus__eq,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Groups_Ogroup__add(T_a)
% 289.18/289.24 => ( c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 <=> V_ab_2 = V_b_2 ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_diff__eq__diff__less__eq,axiom,
% 289.18/289.24 ! [V_db_2,V_ca_2,V_b_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__group__add(T_a)
% 289.18/289.24 => ( c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2) = c_Groups_Ominus__class_Ominus(T_a,V_ca_2,V_db_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,V_b_2)
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_ca_2,V_db_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_real__sgn__pos,axiom,
% 289.18/289.24 ! [V_x] :
% 289.18/289.24 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.24 => c_Groups_Osgn__class_Osgn(tc_RealDef_Oreal,V_x) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_diff__add__cancel,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Ogroup__add(T_a)
% 289.18/289.24 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_b) = V_a ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__diff__cancel,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Ogroup__add(T_a)
% 289.18/289.24 => c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_b) = V_a ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_xt1_I8_J,axiom,
% 289.18/289.24 ! [V_z,V_x,V_y,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_z,V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_z,V_x) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__le__less__trans,axiom,
% 289.18/289.24 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_z)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_x,V_z) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_xt1_I7_J,axiom,
% 289.18/289.24 ! [V_z,V_x,V_y,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_x)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_z,V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_z,V_x) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__le__trans,axiom,
% 289.18/289.24 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_z)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_x,V_z) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_xt1_I11_J,axiom,
% 289.18/289.24 ! [V_a,V_b,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a)
% 289.18/289.24 => ( V_a != V_b
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_b,V_a) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__le__neq__trans,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.24 => ( V_a != V_b
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__le__imp__less__or__eq,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 | V_x = V_y ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__antisym__conv2,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__imp__le,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_leD,axiom,
% 289.18/289.24 ! [V_x,V_y,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x)
% 289.18/289.24 => ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_xt1_I12_J,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( V_a != V_b
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_b,V_a) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__neq__le__trans,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( V_a != V_b
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__antisym__conv1,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_not__leE,axiom,
% 289.18/289.24 ! [V_x,V_y,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_x,V_y) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_leI,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x,V_y)
% 289.18/289.24 => c_Orderings_Oord__class_Oless__eq(T_a,V_y,V_x) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__le__less,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> ( c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 | V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_less__le__not__le,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Opreorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.24 & ~ c_Orderings_Oord__class_Oless__eq(T_a,V_y_2,V_x_2) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_order__less__le,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Oorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> ( c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.24 & V_x_2 != V_y_2 ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__le__less__linear,axiom,
% 289.18/289.24 ! [V_y,V_x,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_x,V_y)
% 289.18/289.24 | c_Orderings_Oord__class_Oless(T_a,V_y,V_x) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__not__le,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless__eq(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,V_y_2,V_x_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_linorder__not__less,axiom,
% 289.18/289.24 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.24 ( class_Orderings_Olinorder(T_a)
% 289.18/289.24 => ( ~ c_Orderings_Oord__class_Oless(T_a,V_x_2,V_y_2)
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless__eq(T_a,V_y_2,V_x_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__zero__left,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Omult__zero(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ozero__class_Ozero(T_a)),V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult_Ozero__left,axiom,
% 289.18/289.24 ! [V_b,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ozero__class_Ozero(T_a)),V_b) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__left_Ozero,axiom,
% 289.18/289.24 ! [V_y,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ozero__class_Ozero(T_a)),V_y) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__zero__right,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Rings_Omult__zero(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult_Ozero__right,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__right_Ozero,axiom,
% 289.18/289.24 ! [V_x,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__eq__0__iff,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Rings_Oring__no__zero__divisors(T_a)
% 289.18/289.24 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_b_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 <=> ( V_ab_2 = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 | V_b_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_no__zero__divisors,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ono__zero__divisors(T_a)
% 289.18/289.24 => ( V_a != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b) != c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_divisors__zero,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ono__zero__divisors(T_a)
% 289.18/289.24 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 => ( V_a = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.24 | V_b = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__less__cancel__right,axiom,
% 289.18/289.24 ! [V_b_2,V_ca_2,V_ab_2,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ca_2),c_Groups_Oplus__class_Oplus(T_a,V_b_2,V_ca_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__less__cancel__left,axiom,
% 289.18/289.24 ! [V_b_2,V_ab_2,V_ca_2,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ca_2,V_ab_2),c_Groups_Oplus__class_Oplus(T_a,V_ca_2,V_b_2))
% 289.18/289.24 <=> c_Orderings_Oord__class_Oless(T_a,V_ab_2,V_b_2) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__strict__right__mono,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_c)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__strict__left__mono,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_c,V_a),c_Groups_Oplus__class_Oplus(T_a,V_c,V_b)) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__strict__mono,axiom,
% 289.18/289.24 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d)
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_d)) ) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__less__imp__less__right,axiom,
% 289.18/289.24 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_c))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_add__less__imp__less__left,axiom,
% 289.18/289.24 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__semigroup__add__imp__le(T_a)
% 289.18/289.24 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_c,V_a),c_Groups_Oplus__class_Oplus(T_a,V_c,V_b))
% 289.18/289.24 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_norm__minus__commute,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.24 => c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b)) = c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_b,V_a)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_abs__minus__commute,axiom,
% 289.18/289.24 ! [V_b,V_a,T_a] :
% 289.18/289.24 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.24 => c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b)) = c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_b,V_a)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult_Oadd__right,axiom,
% 289.18/289.24 ! [V_b_H,V_b,V_a,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oplus__class_Oplus(T_a,V_b,V_b_H)) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b_H)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__right_Oadd,axiom,
% 289.18/289.24 ! [V_y,V_x,V_xa,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa),c_Groups_Oplus__class_Oplus(T_a,V_x,V_y)) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_xa),V_y)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_comm__semiring__class_Odistrib,axiom,
% 289.18/289.24 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Ocomm__semiring(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)),V_c) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult_Oadd__left,axiom,
% 289.18/289.24 ! [V_b,V_a_H,V_a,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_a_H)),V_b) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_H),V_b)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__left_Oadd,axiom,
% 289.18/289.24 ! [V_ya,V_y,V_x,T_a] :
% 289.18/289.24 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_x,V_y)),V_ya) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_ya),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_ya)) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_combine__common__factor,axiom,
% 289.18/289.24 ! [V_c,V_b,V_e,V_a,T_a] :
% 289.18/289.24 ( class_Rings_Osemiring(T_a)
% 289.18/289.24 => c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_e),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_e),V_c)) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)),V_e),V_c) ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__1__left,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oone__class_Oone(T_a)),V_a) = V_a ) ).
% 289.18/289.24
% 289.18/289.24 fof(fact_mult__1,axiom,
% 289.18/289.24 ! [V_a,T_a] :
% 289.18/289.24 ( class_Groups_Ocomm__monoid__mult(T_a)
% 289.18/289.24 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oone__class_Oone(T_a)),V_a) = V_a ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__1__right,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oone__class_Oone(T_a)) = V_a ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult_Ocomm__neutral,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Groups_Ocomm__monoid__mult(T_a)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Groups_Oone__class_Oone(T_a)) = V_a ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__mult__left__cancel,axiom,
% 289.18/289.25 ! [V_b_2,V_ab_2,V_ca_2] :
% 289.18/289.25 ( V_ca_2 != c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.25 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_ca_2),V_ab_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_ca_2),V_b_2)
% 289.18/289.25 <=> V_ab_2 = V_b_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__mult__right__cancel,axiom,
% 289.18/289.25 ! [V_b_2,V_ab_2,V_ca_2] :
% 289.18/289.25 ( V_ca_2 != c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.25 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_ab_2),V_ca_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_b_2),V_ca_2)
% 289.18/289.25 <=> V_ab_2 = V_b_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__eq__real__def,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,V_y_2)
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x_2,V_y_2)
% 289.18/289.25 | V_x_2 = V_y_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__less__def,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x_2,V_y_2)
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,V_y_2)
% 289.18/289.25 & V_x_2 != V_y_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__mult,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => c_Groups_Oabs__class_Oabs(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),c_Groups_Oabs__class_Oabs(T_a,V_b)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__mult__self,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),c_Groups_Oabs__class_Oabs(T_a,V_a)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__mult__1,axiom,
% 289.18/289.25 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),V_z) = V_z ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__add__mult__distrib,axiom,
% 289.18/289.25 ! [V_w,V_z2,V_z1] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_z1,V_z2)),V_w) = c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z1),V_w),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z2),V_w)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_even__less__0__iff,axiom,
% 289.18/289.25 ! [V_ab_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless(T_a,V_ab_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__scale__eq__noteq,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,V_r,T_a] :
% 289.18/289.25 ( class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(T_a)
% 289.18/289.25 => ( V_r != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 => ( ( V_a = V_b
% 289.18/289.25 & V_c != V_d )
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_r),V_c)) != c_Groups_Oplus__class_Oplus(T_a,V_b,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_r),V_d)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I4_J,axiom,
% 289.18/289.25 ! [V_m,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,V_m,V_m) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Oone__class_Oone(T_a))),V_m) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I3_J,axiom,
% 289.18/289.25 ! [V_a,V_m,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,V_m,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_m)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oone__class_Oone(T_a))),V_m) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I2_J,axiom,
% 289.18/289.25 ! [V_m,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_m),V_m) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oone__class_Oone(T_a))),V_m) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sgn0,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_Groups_Osgn__if(T_a)
% 289.18/289.25 => c_Groups_Osgn__class_Osgn(T_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sgn__zero,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => c_Groups_Osgn__class_Osgn(T_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sgn__0__0,axiom,
% 289.18/289.25 ! [V_ab_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => ( c_Groups_Osgn__class_Osgn(T_a,V_ab_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 <=> V_ab_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sgn__zero__iff,axiom,
% 289.18/289.25 ! [V_x_2,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => ( c_Groups_Osgn__class_Osgn(T_a,V_x_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 <=> V_x_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sgn__one,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__algebra__1(T_a)
% 289.18/289.25 => c_Groups_Osgn__class_Osgn(T_a,c_Groups_Oone__class_Oone(T_a)) = c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_norm__triangle__ineq3,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a),c_RealVector_Onorm__class_Onorm(T_a,V_b))),c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_convex__bound__lt,axiom,
% 289.18/289.25 ! [V_v,V_u,V_y,V_a,V_x,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__semiring__1__strict(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_x,V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_y,V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_u)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_v)
% 289.18/289.25 => ( c_Groups_Oplus__class_Oplus(T_a,V_u,V_v) = c_Groups_Oone__class_Oone(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_u),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_v),V_y)),V_a) ) ) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__iff__diff__le__0,axiom,
% 289.18/289.25 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,V_b_2)
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_b_2),c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__triangle__ineq3,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b))),c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__triangle__ineq2,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b)),c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__triangle__ineq2__sym,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b)),c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_b,V_a))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__le__square,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__le__mult__iff,axiom,
% 289.18/289.25 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_b_2))
% 289.18/289.25 <=> ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2)
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) )
% 289.18/289.25 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__le__0__iff,axiom,
% 289.18/289.25 ! [V_b_2,V_ab_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_ab_2),V_b_2),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 <=> ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2)
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,V_b_2,c_Groups_Ozero__class_Ozero(T_a)) )
% 289.18/289.25 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_ab_2,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b_2) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__nonneg__nonneg,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__cancel__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__nonneg__nonpos,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__cancel__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__nonneg__nonpos2,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__cancel__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_a),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__nonpos__nonneg,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__cancel__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__nonpos__nonpos,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__right__mono,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__left__mono,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__mult__left__mono,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__comm__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__right__mono__neg,axiom,
% 289.18/289.25 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__left__mono__neg,axiom,
% 289.18/289.25 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__mono_H,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_d)) ) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__mono,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__semiring(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_d)) ) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_split__mult__pos__le,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__ring(T_a)
% 289.18/289.25 => ( ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) )
% 289.18/289.25 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) ) )
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_split__mult__neg__le,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__cancel__semiring(T_a)
% 289.18/289.25 => ( ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) )
% 289.18/289.25 | ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 & c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b) ) )
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__less__double__add__iff__zero__less__single__add,axiom,
% 289.18/289.25 ! [V_ab_2,T_a] :
% 289.18/289.25 ( class_Groups_Olinordered__ab__group__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_double__add__less__zero__iff__single__add__less__zero,axiom,
% 289.18/289.25 ! [V_ab_2,T_a] :
% 289.18/289.25 ( class_Groups_Olinordered__ab__group__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ab_2),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless(T_a,V_ab_2,c_Groups_Ozero__class_Ozero(T_a)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__pos__pos,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_pos__add__strict,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__neg__neg,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__less__le__mono,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_c,V_d)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_d)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__le__less__mono,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__cancel__ab__semigroup__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_c,V_d)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_d)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_not__one__less__zero,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.25 => ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Ozero__class_Ozero(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__less__one,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oone__class_Oone(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__le__eq__diff,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,V_y_2)
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_x_2,V_y_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__add__one,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oone__class_Oone(T_a))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__not__less__zero,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Ozero__class_Ozero(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__less__abs__iff,axiom,
% 289.18/289.25 ! [V_ab_2,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oabs__class_Oabs(T_a,V_ab_2))
% 289.18/289.25 <=> V_ab_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__of__pos,axiom,
% 289.18/289.25 ! [V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => c_Groups_Oabs__class_Oabs(T_a,V_a) = V_a ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_norm__not__less__zero,axiom,
% 289.18/289.25 ! [V_x,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => ~ c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__two__squares__add__zero__iff,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2] :
% 289.18/289.25 ( c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x_2),V_x_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_y_2),V_y_2)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.25 <=> ( V_x_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.25 & V_y_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__triangle__ineq4,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b)),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oabs__class_Oabs(T_a,V_a),c_Groups_Oabs__class_Oabs(T_a,V_b))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__diff__triangle__ineq,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__ab__group__add__abs(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Oplus__class_Oplus(T_a,V_c,V_d))),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_c)),c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_b,V_d)))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__pos__nonneg,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__nonneg__pos,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,V_a,V_b)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__strict__increasing,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__strict__increasing2,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_b,V_c)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__neg__nonpos,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__nonpos__neg,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oordered__comm__monoid__add(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Ozero__class_Ozero(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__right__le__one__le,axiom,
% 289.18/289.25 ! [V_y,V_x,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y),V_x) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__left__le__one__le,axiom,
% 289.18/289.25 ! [V_y,V_x,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_y)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_y,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_x),V_x) ) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__less__two,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Oone__class_Oone(T_a))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_norm__diff__ineq,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a),c_RealVector_Onorm__class_Onorm(T_a,V_b)),c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_norm__triangle__ineq4,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b)),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_a),c_RealVector_Onorm__class_Onorm(T_a,V_b))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__mult__pos,axiom,
% 289.18/289.25 ! [V_y,V_x,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_x)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oabs__class_Oabs(T_a,V_y)),V_x) = c_Groups_Oabs__class_Oabs(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_x)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__eq__mult,axiom,
% 289.18/289.25 ! [V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Oordered__ring__abs(T_a)
% 289.18/289.25 => ( ( ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.25 | c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) )
% 289.18/289.25 & ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.25 | c_Orderings_Oord__class_Oless__eq(T_a,V_b,c_Groups_Ozero__class_Ozero(T_a)) ) )
% 289.18/289.25 => c_Groups_Oabs__class_Oabs(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),c_Groups_Oabs__class_Oabs(T_a,V_b)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_zero__less__norm__iff,axiom,
% 289.18/289.25 ! [V_x_2,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_x_2))
% 289.18/289.25 <=> V_x_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_norm__add__less,axiom,
% 289.18/289.25 ! [V_s,V_y,V_r,V_x,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),V_r)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_y),V_s)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,c_Groups_Oplus__class_Oplus(T_a,V_x,V_y)),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_r,V_s)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I24_J,axiom,
% 289.18/289.25 ! [V_c,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,V_a,V_c) = c_Groups_Oplus__class_Oplus(T_a,V_c,V_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I22_J,axiom,
% 289.18/289.25 ! [V_d,V_c,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oplus__class_Oplus(T_a,V_c,V_d)) = c_Groups_Oplus__class_Oplus(T_a,V_c,c_Groups_Oplus__class_Oplus(T_a,V_a,V_d)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I25_J,axiom,
% 289.18/289.25 ! [V_d,V_c,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oplus__class_Oplus(T_a,V_c,V_d)) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),V_d) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I21_J,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Groups_Oplus__class_Oplus(T_a,V_a,c_Groups_Oplus__class_Oplus(T_a,V_b,V_c)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I23_J,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),V_b) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I20_J,axiom,
% 289.18/289.25 ! [V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Oplus__class_Oplus(T_a,V_c,V_d)) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_d)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__add__one__not__less__self,axiom,
% 289.18/289.25 ! [V_x] : ~ c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),V_x) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_pCons_Ohyps,axiom,
% 289.18/289.25 ! [V_a,V_d] :
% 289.18/289.25 ( v_cs____ != c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex))
% 289.18/289.25 => ? [B_r] :
% 289.18/289.25 ! [B_z] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,B_r,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,B_z))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_d,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,hAPP(c_Polynomial_Opoly(tc_Complex_Ocomplex,c_Polynomial_OpCons(tc_Complex_Ocomplex,V_a,v_cs____)),B_z))) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact__096_B_Bthesis_O_A_I_B_Br_O_AALL_Az_O_Ar_A_060_061_Acmod_Az_A_N_N_062_Ad_A_L_Acmod_Aa_A_060_061_Acmod_A_Ipoly_A_IpCons_Ac_Acs_J_Az_J_A_061_061_062_Athesis_J_A_061_061_062_Athesis_096,axiom,
% 289.18/289.25 ~ ! [B_r] :
% 289.18/289.25 ~ ! [B_z] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,B_r,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,B_z))
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,v_da____,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,v_aa____)),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,hAPP(c_Polynomial_Opoly(tc_Complex_Ocomplex,c_Polynomial_OpCons(tc_Complex_Ocomplex,v_c____,v_cs____)),B_z))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__pCons,axiom,
% 289.18/289.25 ! [V_x,V_p,V_a,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(c_Polynomial_Opoly(T_a,c_Polynomial_OpCons(T_a,V_a,V_p)),V_x) = c_Groups_Oplus__class_Oplus(T_a,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),hAPP(c_Polynomial_Opoly(T_a,V_p),V_x))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_norm__ratiotest__lemma,axiom,
% 289.18/289.25 ! [V_y,V_x,V_c,T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_c,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_c),c_RealVector_Onorm__class_Onorm(T_a,V_y)))
% 289.18/289.25 => V_x = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_abs__diff__less__iff,axiom,
% 289.18/289.25 ! [V_ra_2,V_ab_2,V_x_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oabs__class_Oabs(T_a,c_Groups_Ominus__class_Ominus(T_a,V_x_2,V_ab_2)),V_ra_2)
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ominus__class_Ominus(T_a,V_ab_2,V_ra_2),V_x_2)
% 289.18/289.25 & c_Orderings_Oord__class_Oless(T_a,V_x_2,c_Groups_Oplus__class_Oplus(T_a,V_ab_2,V_ra_2)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_not__sum__squares__lt__zero,axiom,
% 289.18/289.25 ! [V_y,V_x,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring(T_a)
% 289.18/289.25 => ~ c_Orderings_Oord__class_Oless(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_y)),c_Groups_Ozero__class_Ozero(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sum__squares__gt__zero__iff,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x_2),V_x_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y_2),V_y_2)))
% 289.18/289.25 <=> ( V_x_2 != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 | V_y_2 != c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sum__squares__ge__zero,axiom,
% 289.18/289.25 ! [V_y,V_x,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring(T_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y),V_y))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sum__squares__le__zero__iff,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x_2),V_x_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y_2),V_y_2)),c_Groups_Ozero__class_Ozero(T_a))
% 289.18/289.25 <=> ( V_x_2 = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 & V_y_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_complex__mod__triangle__ineq2,axiom,
% 289.18/289.25 ! [V_a,V_b] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,V_b,V_a)),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,V_b)),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,V_a)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__mult__assoc,axiom,
% 289.18/289.25 ! [V_z3,V_z2,V_z1] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z1),V_z2)),V_z3) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z1),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z2),V_z3)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_real__mult__commute,axiom,
% 289.18/289.25 ! [V_w,V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_z),V_w) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_w),V_z) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__fun__def,axiom,
% 289.18/289.25 ! [V_g_2,V_f_2,T_a,T_b] :
% 289.18/289.25 ( class_Orderings_Oord(T_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_fun(T_a,T_b),V_f_2,V_g_2)
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_f_2,V_g_2)
% 289.18/289.25 & ~ c_Orderings_Oord__class_Oless__eq(tc_fun(T_a,T_b),V_g_2,V_f_2) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__eq__if,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( ( V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) )
% 289.18/289.25 & ( V_m != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Oone__class_Oone(tc_Nat_Onat))),V_n)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__poly__code_I2_J,axiom,
% 289.18/289.25 ! [V_p,T_a] :
% 289.18/289.25 ( class_Groups_Ocomm__monoid__add(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),V_p,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))) = V_p ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__poly__code_I1_J,axiom,
% 289.18/289.25 ! [V_q,T_a] :
% 289.18/289.25 ( class_Groups_Ocomm__monoid__add(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)),V_q) = V_q ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__poly__0__right,axiom,
% 289.18/289.25 ! [V_p,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_p),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))) = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__poly__0__left,axiom,
% 289.18/289.25 ! [V_q,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))),V_q) = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__poly__code_I2_J,axiom,
% 289.18/289.25 ! [V_p,T_a] :
% 289.18/289.25 ( class_Groups_Oab__group__add(T_a)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Polynomial_Opoly(T_a),V_p,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))) = V_p ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_pCons__eq__iff,axiom,
% 289.18/289.25 ! [V_q_2,V_b_2,V_pa_2,V_ab_2,T_a] :
% 289.18/289.25 ( class_Groups_Ozero(T_a)
% 289.18/289.25 => ( c_Polynomial_OpCons(T_a,V_ab_2,V_pa_2) = c_Polynomial_OpCons(T_a,V_b_2,V_q_2)
% 289.18/289.25 <=> ( V_ab_2 = V_b_2
% 289.18/289.25 & V_pa_2 = V_q_2 ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__eq__iff,axiom,
% 289.18/289.25 ! [V_q_2,V_pa_2,T_a] :
% 289.18/289.25 ( ( class_Int_Oring__char__0(T_a)
% 289.18/289.25 & class_Rings_Oidom(T_a) )
% 289.18/289.25 => ( c_Polynomial_Opoly(T_a,V_pa_2) = c_Polynomial_Opoly(T_a,V_q_2)
% 289.18/289.25 <=> V_pa_2 = V_q_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__pCons,axiom,
% 289.18/289.25 ! [V_q,V_b,V_p,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Ocomm__monoid__add(T_a)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),c_Polynomial_OpCons(T_a,V_a,V_p),c_Polynomial_OpCons(T_a,V_b,V_q)) = c_Polynomial_OpCons(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),V_p,V_q)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__pCons,axiom,
% 289.18/289.25 ! [V_q,V_b,V_p,V_a,T_a] :
% 289.18/289.25 ( class_Groups_Oab__group__add(T_a)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Polynomial_Opoly(T_a),c_Polynomial_OpCons(T_a,V_a,V_p),c_Polynomial_OpCons(T_a,V_b,V_q)) = c_Polynomial_OpCons(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),c_Groups_Ominus__class_Ominus(tc_Polynomial_Opoly(T_a),V_p,V_q)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__mult,axiom,
% 289.18/289.25 ! [V_x,V_q,V_p,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(c_Polynomial_Opoly(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_p),V_q)),V_x) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(c_Polynomial_Opoly(T_a,V_p),V_x)),hAPP(c_Polynomial_Opoly(T_a,V_q),V_x)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__add,axiom,
% 289.18/289.25 ! [V_x,V_q,V_p,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(c_Polynomial_Opoly(T_a,c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),V_p,V_q)),V_x) = c_Groups_Oplus__class_Oplus(T_a,hAPP(c_Polynomial_Opoly(T_a,V_p),V_x),hAPP(c_Polynomial_Opoly(T_a,V_q),V_x)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__diff,axiom,
% 289.18/289.25 ! [V_x,V_q,V_p,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__ring(T_a)
% 289.18/289.25 => hAPP(c_Polynomial_Opoly(T_a,c_Groups_Ominus__class_Ominus(tc_Polynomial_Opoly(T_a),V_p,V_q)),V_x) = c_Groups_Ominus__class_Ominus(T_a,hAPP(c_Polynomial_Opoly(T_a,V_p),V_x),hAPP(c_Polynomial_Opoly(T_a,V_q),V_x)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__1,axiom,
% 289.18/289.25 ! [V_x,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => hAPP(c_Polynomial_Opoly(T_a,c_Groups_Oone__class_Oone(tc_Polynomial_Opoly(T_a))),V_x) = c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__zero,axiom,
% 289.18/289.25 ! [V_pa_2,T_a] :
% 289.18/289.25 ( ( class_Int_Oring__char__0(T_a)
% 289.18/289.25 & class_Rings_Oidom(T_a) )
% 289.18/289.25 => ( c_Polynomial_Opoly(T_a,V_pa_2) = c_Polynomial_Opoly(T_a,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)))
% 289.18/289.25 <=> V_pa_2 = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_sum__squares__eq__zero__iff,axiom,
% 289.18/289.25 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.25 ( class_Rings_Olinordered__ring__strict(T_a)
% 289.18/289.25 => ( c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x_2),V_x_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_y_2),V_y_2)) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 <=> ( V_x_2 = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 & V_y_2 = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_rabs__ratiotest__lemma,axiom,
% 289.18/289.25 ! [V_y,V_x,V_c] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_c,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_c),c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_y)))
% 289.18/289.25 => V_x = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_pCons__eq__0__iff,axiom,
% 289.18/289.25 ! [V_pa_2,V_ab_2,T_a] :
% 289.18/289.25 ( class_Groups_Ozero(T_a)
% 289.18/289.25 => ( c_Polynomial_OpCons(T_a,V_ab_2,V_pa_2) = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))
% 289.18/289.25 <=> ( V_ab_2 = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 & V_pa_2 = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_pCons__0__0,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_Groups_Ozero(T_a)
% 289.18/289.25 => c_Polynomial_OpCons(T_a,c_Groups_Ozero__class_Ozero(T_a),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))) = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_one__poly__def,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.25 => c_Groups_Oone__class_Oone(tc_Polynomial_Opoly(T_a)) = c_Polynomial_OpCons(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_poly__0,axiom,
% 289.18/289.25 ! [V_x,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(c_Polynomial_Opoly(T_a,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))),V_x) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_not__real__square__gt__zero,axiom,
% 289.18/289.25 ! [V_x_2] :
% 289.18/289.25 ( ~ c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x_2),V_x_2))
% 289.18/289.25 <=> V_x_2 = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_order__root,axiom,
% 289.18/289.25 ! [V_ab_2,V_pa_2,T_a] :
% 289.18/289.25 ( class_Rings_Oidom(T_a)
% 289.18/289.25 => ( hAPP(c_Polynomial_Opoly(T_a,V_pa_2),V_ab_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.25 <=> ( V_pa_2 = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))
% 289.18/289.25 | c_Polynomial_Oorder(T_a,V_ab_2,V_pa_2) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__zeroE,axiom,
% 289.18/289.25 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le0,axiom,
% 289.18/289.25 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult_Opos__bounded,axiom,
% 289.18/289.25 ! [T_a] :
% 289.18/289.25 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.25 => ? [B_K] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.25 & ! [B_a,B_b] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),B_a),B_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_a)),c_RealVector_Onorm__class_Onorm(T_a,B_b))),B_K)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_not__add__less1,axiom,
% 289.18/289.25 ! [V_j,V_i] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_j),V_i) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_not__add__less2,axiom,
% 289.18/289.25 ! [V_i,V_j] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_i),V_i) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__mult__1,axiom,
% 289.18/289.25 ! [V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Oone__class_Oone(tc_Nat_Onat)),V_n) = V_n ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__1__eq__mult__iff,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( c_Groups_Oone__class_Oone(tc_Nat_Onat) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2)
% 289.18/289.25 <=> ( V_m_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat)
% 289.18/289.25 & V_n_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__mult__1__right,axiom,
% 289.18/289.25 ! [V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_n ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__Suc__ex__iff,axiom,
% 289.18/289.25 ! [V_l_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_l_2)
% 289.18/289.25 <=> ? [B_n] : V_l_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,B_n) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__diff__right,axiom,
% 289.18/289.25 ! [V_i,V_j,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_k),V_j) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__diff__conv,axiom,
% 289.18/289.25 ! [V_k_2,V_j_2,V_i_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i_2,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_k_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i_2,V_k_2),V_j_2) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__mult__distrib2,axiom,
% 289.18/289.25 ! [V_n,V_m,V_k] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__mult__eq__1__iff,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2) = c_Groups_Oone__class_Oone(tc_Nat_Onat)
% 289.18/289.25 <=> ( V_m_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat)
% 289.18/289.25 & V_n_2 = c_Groups_Oone__class_Oone(tc_Nat_Onat) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__add__inverse2,axiom,
% 289.18/289.25 ! [V_n,V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n),V_n) = V_m ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__add__inverse,axiom,
% 289.18/289.25 ! [V_m,V_n] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_m),V_n) = V_m ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__diff__left,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i,V_j),V_k) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_k)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__diff__conv,axiom,
% 289.18/289.25 ! [V_i_2,V_k_2,V_j_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_k_2),V_i_2)
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j_2,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i_2,V_k_2)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__mult__distrib,axiom,
% 289.18/289.25 ! [V_k,V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)),V_k) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_k),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_k)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__poly__add__left,axiom,
% 289.18/289.25 ! [V_r,V_q,V_p,T_a] :
% 289.18/289.25 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.25 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),V_p,V_q)),V_r) = c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_p),V_r),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_q),V_r)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__cancel,axiom,
% 289.18/289.25 ! [V_n,V_m,V_k] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k,V_m),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k,V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__cancel2,axiom,
% 289.18/289.25 ! [V_n,V_k,V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_k)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__left__cancel__less,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_m_2),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_n_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__diff__inverse,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) = V_m ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_trans__less__add1,axiom,
% 289.18/289.25 ! [V_m,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_m)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_trans__less__add2,axiom,
% 289.18/289.25 ! [V_m,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_j)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__add__diff,axiom,
% 289.18/289.25 ! [V_m,V_n,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_m),V_k)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__less__mono1,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_k),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_k)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__add__diff__inverse,axiom,
% 289.18/289.25 ! [V_m,V_n] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) = V_m ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__diff__assoc,axiom,
% 289.18/289.25 ! [V_i,V_j,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_j),V_k) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__diff__conv2,axiom,
% 289.18/289.25 ! [V_i_2,V_j_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_j_2)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_k_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i_2,V_k_2),V_j_2) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__add__diff__inverse2,axiom,
% 289.18/289.25 ! [V_m,V_n] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n) = V_m ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__imp__diff__is__add,axiom,
% 289.18/289.25 ! [V_k_2,V_j_2,V_i_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2)
% 289.18/289.25 => ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_i_2) = V_k_2
% 289.18/289.25 <=> V_j_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_i_2) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__add__assoc,axiom,
% 289.18/289.25 ! [V_i,V_j,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_j),V_k) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__diff__assoc2,axiom,
% 289.18/289.25 ! [V_i,V_j,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.25 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k),V_i) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_i),V_k) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__add__assoc2,axiom,
% 289.18/289.25 ! [V_i,V_j,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_i),V_k) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k),V_i) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__less__mono,axiom,
% 289.18/289.25 ! [V_l,V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_k,V_l)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_k),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_l)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__add__eq__less,axiom,
% 289.18/289.25 ! [V_n,V_m,V_l,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_k,V_l)
% 289.18/289.25 => ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_l) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k,V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__lessD1,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_j),V_k)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_k) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__not__refl,axiom,
% 289.18/289.25 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__neq__iff,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( V_m_2 != V_n_2
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 | c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__mult__commute,axiom,
% 289.18/289.25 ! [V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_m) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__mult__distrib2,axiom,
% 289.18/289.25 ! [V_n,V_m,V_k] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__mult__assoc,axiom,
% 289.18/289.25 ! [V_k,V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)),V_k) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_k)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__commute,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i,V_j),V_k) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i,V_k),V_j) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__mult__distrib,axiom,
% 289.18/289.25 ! [V_k,V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)),V_k) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_k),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_k)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_linorder__neqE__nat,axiom,
% 289.18/289.25 ! [V_y,V_x] :
% 289.18/289.25 ( V_x != V_y
% 289.18/289.25 => ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,V_y)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_y,V_x) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__irrefl__nat,axiom,
% 289.18/289.25 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__not__refl2,axiom,
% 289.18/289.25 ! [V_m,V_n] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_m)
% 289.18/289.25 => V_m != V_n ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__not__refl3,axiom,
% 289.18/289.25 ! [V_t,V_s] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_s,V_t)
% 289.18/289.25 => V_s != V_t ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__imp__diff__less,axiom,
% 289.18/289.25 ! [V_n,V_k,V_j] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_j,V_k)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_n),V_k) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__less__mono2,axiom,
% 289.18/289.25 ! [V_l,V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_l)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_l,V_n),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_l,V_m)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__less__cases,axiom,
% 289.18/289.25 ! [V_P_2,V_n_2,V_m_2] :
% 289.18/289.25 ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) )
% 289.18/289.25 => ( ( V_m_2 = V_n_2
% 289.18/289.25 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) )
% 289.18/289.25 => ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2)
% 289.18/289.25 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) )
% 289.18/289.25 => hBOOL(hAPP(hAPP(V_P_2,V_n_2),V_m_2)) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__or__eq__imp__le,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 | V_m = V_n )
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__diff__iff,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_m_2)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_n_2)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m_2,V_k_2),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n_2,V_k_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__diff__iff,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_m_2)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_n_2)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m_2,V_k_2),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n_2,V_k_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_Nat_Odiff__diff__eq,axiom,
% 289.18/289.25 ! [V_n,V_m,V_k] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_m)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_k),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_k)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_eq__diff__iff,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_m_2)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k_2,V_n_2)
% 289.18/289.25 => ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m_2,V_k_2) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n_2,V_k_2)
% 289.18/289.25 <=> V_m_2 = V_n_2 ) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__le__mono,axiom,
% 289.18/289.25 ! [V_l,V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_l)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i),V_k),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j),V_l)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__less__mono,axiom,
% 289.18/289.25 ! [V_c,V_b,V_a] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_a,V_b)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_c,V_a)
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_a,V_c),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_b,V_c)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__neq__implies__less,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => ( V_m != V_n
% 289.18/289.25 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__diff__cancel,axiom,
% 289.18/289.25 ! [V_n,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_n)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_i)) = V_i ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__le__mono,axiom,
% 289.18/289.25 ! [V_l,V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_l),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_l)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__le__mono2,axiom,
% 289.18/289.25 ! [V_l,V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_l,V_n),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_l,V_m)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__le__mono2,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_i),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_j)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__le__mono1,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i),V_k),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j),V_k)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__imp__le__nat,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__eq__less__or__eq,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 | V_m_2 = V_n_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__less__le,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 & V_m_2 != V_n_2 ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__le__self,axiom,
% 289.18/289.25 ! [V_n,V_m] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_m) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__cube,axiom,
% 289.18/289.25 ! [V_m] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_m))) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__square,axiom,
% 289.18/289.25 ! [V_m] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_m)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__antisym,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.25 => V_m = V_n ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__trans,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j,V_k)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_k) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_eq__imp__le,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( V_m = V_n
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__le__linear,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 | c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__refl,axiom,
% 289.18/289.25 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__leE,axiom,
% 289.18/289.25 ! [V_n,V_k,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),V_n)
% 289.18/289.25 => ~ ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__leD1,axiom,
% 289.18/289.25 ! [V_n,V_k,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__leD2,axiom,
% 289.18/289.25 ! [V_n,V_k,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),V_n)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_n) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__le__mono,axiom,
% 289.18/289.25 ! [V_l,V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_l)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_k),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_l)) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__le__mono1,axiom,
% 289.18/289.25 ! [V_k,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_k),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_k)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_trans__le__add2,axiom,
% 289.18/289.25 ! [V_m,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_j)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_trans__le__add1,axiom,
% 289.18/289.25 ! [V_m,V_j,V_i] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.25 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_j,V_m)) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__left__cancel__le,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_m_2),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_n_2))
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__right__cancel,axiom,
% 289.18/289.25 ! [V_n_2,V_k_2,V_m_2] :
% 289.18/289.25 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,V_k_2) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n_2,V_k_2)
% 289.18/289.25 <=> V_m_2 = V_n_2 ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__left__cancel,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_m_2) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k_2,V_n_2)
% 289.18/289.25 <=> V_m_2 = V_n_2 ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__assoc,axiom,
% 289.18/289.25 ! [V_k,V_n,V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n),V_k) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_k)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__left__commute,axiom,
% 289.18/289.25 ! [V_z,V_y,V_x] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_x,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,V_z)) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_x,V_z)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_nat__add__commute,axiom,
% 289.18/289.25 ! [V_n,V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_m) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__iff__add,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.25 <=> ? [B_k] : V_n_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,B_k) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__add1,axiom,
% 289.18/289.25 ! [V_m,V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_m)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__add2,axiom,
% 289.18/289.25 ! [V_m,V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__0__eq__0,axiom,
% 289.18/289.25 ! [V_n] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__0,axiom,
% 289.18/289.25 ! [V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_less__eq__nat_Osimps_I1_J,axiom,
% 289.18/289.25 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_plus__nat_Oadd__0,axiom,
% 289.18/289.25 ! [V_n] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) = V_n ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__0__right,axiom,
% 289.18/289.25 ! [V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_Nat_Oadd__0__right,axiom,
% 289.18/289.25 ! [V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = V_m ).
% 289.18/289.25
% 289.18/289.25 fof(fact_minus__nat_Odiff__0,axiom,
% 289.18/289.25 ! [V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = V_m ).
% 289.18/289.25
% 289.18/289.25 fof(fact_le__0__eq,axiom,
% 289.18/289.25 ! [V_n_2] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.25 <=> V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__self__eq__0,axiom,
% 289.18/289.25 ! [V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_m) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__add__0,axiom,
% 289.18/289.25 ! [V_m,V_n] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,V_m)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__is__0__eq,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m_2,V_n_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_add__is__0,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,V_n_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 & V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__is__0,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2] :
% 289.18/289.25 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.25 | V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__cancel1,axiom,
% 289.18/289.25 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.25 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2)
% 289.18/289.25 <=> ( V_m_2 = V_n_2
% 289.18/289.25 | V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__cancel2,axiom,
% 289.18/289.25 ! [V_n_2,V_k_2,V_m_2] :
% 289.18/289.25 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_k_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),V_k_2)
% 289.18/289.25 <=> ( V_m_2 = V_n_2
% 289.18/289.25 | V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_diff__is__0__eq_H,axiom,
% 289.18/289.25 ! [V_n,V_m] :
% 289.18/289.25 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.25 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.25
% 289.18/289.25 fof(fact_mult__eq__self__implies__10,axiom,
% 289.18/289.26 ! [V_n,V_m] :
% 289.18/289.26 ( V_m = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)
% 289.18/289.26 => ( V_n = c_Groups_Oone__class_Oone(tc_Nat_Onat)
% 289.18/289.26 | V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_diffs0__imp__equal,axiom,
% 289.18/289.26 ! [V_n,V_m] :
% 289.18/289.26 ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => ( c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_m) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => V_m = V_n ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_add__eq__self__zero,axiom,
% 289.18/289.26 ! [V_n,V_m] :
% 289.18/289.26 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n) = V_m
% 289.18/289.26 => V_n = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_not__less0,axiom,
% 289.18/289.26 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_neq0__conv,axiom,
% 289.18/289.26 ! [V_n_2] :
% 289.18/289.26 ( V_n_2 != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__diff__split__asm,axiom,
% 289.18/289.26 ! [V_b_2,V_ab_2,V_P_2] :
% 289.18/289.26 ( hBOOL(hAPP(V_P_2,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_ab_2,V_b_2)))
% 289.18/289.26 <=> ~ ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_ab_2,V_b_2)
% 289.18/289.26 & ~ hBOOL(hAPP(V_P_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) )
% 289.18/289.26 | ? [B_d] :
% 289.18/289.26 ( V_ab_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_b_2,B_d)
% 289.18/289.26 & ~ hBOOL(hAPP(V_P_2,B_d)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__diff__split,axiom,
% 289.18/289.26 ! [V_b_2,V_ab_2,V_P_2] :
% 289.18/289.26 ( hBOOL(hAPP(V_P_2,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_ab_2,V_b_2)))
% 289.18/289.26 <=> ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_ab_2,V_b_2)
% 289.18/289.26 => hBOOL(hAPP(V_P_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) )
% 289.18/289.26 & ! [B_d] :
% 289.18/289.26 ( V_ab_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_b_2,B_d)
% 289.18/289.26 => hBOOL(hAPP(V_P_2,B_d)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__less__diff,axiom,
% 289.18/289.26 ! [V_m_2,V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n_2,V_m_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_add__gr__0,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,V_n_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m_2)
% 289.18/289.26 | c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__0__less__mult__iff,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m_2)
% 289.18/289.26 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_less__nat__zero__code,axiom,
% 289.18/289.26 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__less__cancel1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__less__cancel2,axiom,
% 289.18/289.26 ! [V_n_2,V_k_2,V_m_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_k_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),V_k_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__le__cancel1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__le__cancel2,axiom,
% 289.18/289.26 ! [V_n_2,V_k_2,V_m_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_k_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),V_k_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_diff__less,axiom,
% 289.18/289.26 ! [V_m,V_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_m) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_gr__implies__not0,axiom,
% 289.18/289.26 ! [V_n,V_m] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.26 => V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__less__mono1,axiom,
% 289.18/289.26 ! [V_k,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i),V_k),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j),V_k)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__less__mono2,axiom,
% 289.18/289.26 ! [V_k,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_i),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_j)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_gr0I,axiom,
% 289.18/289.26 ! [V_n] :
% 289.18/289.26 ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__less__add__iff2,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_u_2,V_j_2,V_i_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i_2),V_u_2),V_m_2),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j_2),V_u_2),V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_i_2)),V_u_2),V_n_2)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__less__add__iff1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_u_2,V_i_2,V_j_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j_2,V_i_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i_2),V_u_2),V_m_2),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j_2),V_u_2),V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i_2,V_j_2)),V_u_2),V_m_2),V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__eq__add__iff2,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_u_2,V_j_2,V_i_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2)
% 289.18/289.26 => ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i_2),V_u_2),V_m_2) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j_2),V_u_2),V_n_2)
% 289.18/289.26 <=> V_m_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_i_2)),V_u_2),V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__diff__add__eq2,axiom,
% 289.18/289.26 ! [V_n,V_m,V_u,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i,V_j)
% 289.18/289.26 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i),V_u),V_m),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j),V_u),V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_i)),V_u),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__le__add__iff2,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_u_2,V_j_2,V_i_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_i_2,V_j_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i_2),V_u_2),V_m_2),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j_2),V_u_2),V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j_2,V_i_2)),V_u_2),V_n_2)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__mult__eq__cancel__disj,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.26 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2)
% 289.18/289.26 <=> ( V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 | V_m_2 = V_n_2 ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_left__add__mult__distrib,axiom,
% 289.18/289.26 ! [V_k,V_j,V_u,V_i] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i),V_u),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j),V_u),V_k)) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_j)),V_u),V_k) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__mult__less__cancel1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__mult__eq__cancel1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2)
% 289.18/289.26 <=> V_m_2 = V_n_2 ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__mult__le__cancel1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_m_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__le__add__iff1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_u_2,V_i_2,V_j_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j_2,V_i_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i_2),V_u_2),V_m_2),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j_2),V_u_2),V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i_2,V_j_2)),V_u_2),V_m_2),V_n_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__diff__add__eq1,axiom,
% 289.18/289.26 ! [V_n,V_m,V_u,V_i,V_j] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j,V_i)
% 289.18/289.26 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i),V_u),V_m),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j),V_u),V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i,V_j)),V_u),V_m),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__eq__add__iff1,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_u_2,V_i_2,V_j_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_j_2,V_i_2)
% 289.18/289.26 => ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_i_2),V_u_2),V_m_2) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_j_2),V_u_2),V_n_2)
% 289.18/289.26 <=> c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_i_2,V_j_2)),V_u_2),V_m_2) = V_n_2 ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_pcompose__pCons,axiom,
% 289.18/289.26 ! [V_q,V_p,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.26 => c_Polynomial_Opcompose(T_a,c_Polynomial_OpCons(T_a,V_a,V_p),V_q) = c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),c_Polynomial_OpCons(T_a,V_a,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_q),c_Polynomial_Opcompose(T_a,V_p,V_q))) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__add__one,axiom,
% 289.18/289.26 ! [V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => c_RComplete_Onatceiling(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,c_Groups_Oone__class_Oone(tc_RealDef_Oreal))) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_RComplete_Onatceiling(V_x),c_Groups_Oone__class_Oone(tc_Nat_Onat)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__right_Opos__bounded,axiom,
% 289.18/289.26 ! [V_x,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),B_x)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_x)),B_K)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__left_Opos__bounded,axiom,
% 289.18/289.26 ! [V_y,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),B_x),V_y)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_x)),B_K)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__zero,axiom,
% 289.18/289.26 c_RComplete_Onatceiling(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_pcompose__0,axiom,
% 289.18/289.26 ! [V_q,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.26 => c_Polynomial_Opcompose(T_a,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)),V_q) = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__le__natceiling,axiom,
% 289.18/289.26 ! [V_x] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_RComplete_Onatceiling(V_x)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__mono,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_RComplete_Onatceiling(V_x),c_RComplete_Onatceiling(V_y)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__one,axiom,
% 289.18/289.26 c_RComplete_Onatceiling(c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) = c_Groups_Oone__class_Oone(tc_Nat_Onat) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__pcompose,axiom,
% 289.18/289.26 ! [V_x,V_q,V_p,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__0(T_a)
% 289.18/289.26 => hAPP(c_Polynomial_Opoly(T_a,c_Polynomial_Opcompose(T_a,V_p,V_q)),V_x) = hAPP(c_Polynomial_Opoly(T_a,V_p),hAPP(c_Polynomial_Opoly(T_a,V_q),V_x)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__neg,axiom,
% 289.18/289.26 ! [V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.26 => c_RComplete_Onatceiling(V_x) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__le__eq__one,axiom,
% 289.18/289.26 ! [V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_RComplete_Onatceiling(V_x_2),c_Groups_Oone__class_Oone(tc_Nat_Onat))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__add__one,axiom,
% 289.18/289.26 ! [V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => c_RComplete_Onatfloor(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,c_Groups_Oone__class_Oone(tc_RealDef_Oreal))) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_RComplete_Onatfloor(V_x),c_Groups_Oone__class_Oone(tc_Nat_Onat)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_termination__basic__simps_I4_J,axiom,
% 289.18/289.26 ! [V_y,V_z,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x,V_z)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,V_z)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_termination__basic__simps_I3_J,axiom,
% 289.18/289.26 ! [V_z,V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x,V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,V_z)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_termination__basic__simps_I5_J,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x,V_y) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__zero,axiom,
% 289.18/289.26 c_RComplete_Onatfloor(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__le__natfloor,axiom,
% 289.18/289.26 ! [V_x] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_RComplete_Onatfloor(V_x)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__mono,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_RComplete_Onatfloor(V_x),c_RComplete_Onatfloor(V_y)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__one,axiom,
% 289.18/289.26 c_RComplete_Onatfloor(c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) = c_Groups_Oone__class_Oone(tc_Nat_Onat) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__neg,axiom,
% 289.18/289.26 ! [V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.26 => c_RComplete_Onatfloor(V_x) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_le__natfloor__eq__one,axiom,
% 289.18/289.26 ! [V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oone__class_Oone(tc_Nat_Onat),c_RComplete_Onatfloor(V_x_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_le__mult__natfloor,axiom,
% 289.18/289.26 ! [V_b,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_b)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_RComplete_Onatfloor(V_a)),c_RComplete_Onatfloor(V_b)),c_RComplete_Onatfloor(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_a),V_b))) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_termination__basic__simps_I2_J,axiom,
% 289.18/289.26 ! [V_y,V_z,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,V_z)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,V_z)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_termination__basic__simps_I1_J,axiom,
% 289.18/289.26 ! [V_z,V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,V_z)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__eq,axiom,
% 289.18/289.26 ! [V_x,V_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)))
% 289.18/289.26 => c_RComplete_Onatceiling(V_x) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,c_Groups_Oone__class_Oone(tc_Nat_Onat)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_pos__poly__pCons,axiom,
% 289.18/289.26 ! [V_pa_2,V_ab_2,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => ( c_Polynomial_Opos__poly(T_a,c_Polynomial_OpCons(T_a,V_ab_2,V_pa_2))
% 289.18/289.26 <=> ( c_Polynomial_Opos__poly(T_a,V_pa_2)
% 289.18/289.26 | ( V_pa_2 = c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))
% 289.18/289.26 & c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_ab_2) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__bound__exists,axiom,
% 289.18/289.26 ! [V_p,V_r] :
% 289.18/289.26 ? [B_m] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_m)
% 289.18/289.26 & ! [B_z] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,B_z),V_r)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,hAPP(c_Polynomial_Opoly(tc_Complex_Ocomplex,V_p),B_z)),B_m) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Deriv_Oadd__diff__add,axiom,
% 289.18/289.26 ! [V_d,V_b,V_c,V_a,T_a] :
% 289.18/289.26 ( class_Groups_Oab__group__add(T_a)
% 289.18/289.26 => c_Groups_Ominus__class_Ominus(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_c),c_Groups_Oplus__class_Oplus(T_a,V_b,V_d)) = c_Groups_Oplus__class_Oplus(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),c_Groups_Ominus__class_Ominus(T_a,V_c,V_d)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__ge__zero,axiom,
% 289.18/289.26 ! [V_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_n)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__real__of__nat,axiom,
% 289.18/289.26 ! [V_n] : c_RComplete_Onatfloor(c_RealDef_Oreal(tc_Nat_Onat,V_n)) = V_n ).
% 289.18/289.26
% 289.18/289.26 fof(fact_abs__real__of__nat__cancel,axiom,
% 289.18/289.26 ! [V_x] : c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_x)) = c_RealDef_Oreal(tc_Nat_Onat,V_x) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__inject,axiom,
% 289.18/289.26 ! [V_m_2,V_n_2] :
% 289.18/289.26 ( c_RealDef_Oreal(tc_Nat_Onat,V_n_2) = c_RealDef_Oreal(tc_Nat_Onat,V_m_2)
% 289.18/289.26 <=> V_n_2 = V_m_2 ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__real__of__nat,axiom,
% 289.18/289.26 ! [V_n] : c_RComplete_Onatceiling(c_RealDef_Oreal(tc_Nat_Onat,V_n)) = V_n ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__zero__iff,axiom,
% 289.18/289.26 ! [V_n_2] :
% 289.18/289.26 ( c_RealDef_Oreal(tc_Nat_Onat,V_n_2) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.26 <=> V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__zero,axiom,
% 289.18/289.26 c_RealDef_Oreal(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_not__real__of__nat__less__zero,axiom,
% 289.18/289.26 ! [V_n] : ~ c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__less__iff,axiom,
% 289.18/289.26 ! [V_m_2,V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n_2),c_RealDef_Oreal(tc_Nat_Onat,V_m_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__le__iff,axiom,
% 289.18/289.26 ! [V_m_2,V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n_2),c_RealDef_Oreal(tc_Nat_Onat,V_m_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n_2,V_m_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__mult,axiom,
% 289.18/289.26 ! [V_n,V_m] : c_RealDef_Oreal(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_m)),c_RealDef_Oreal(tc_Nat_Onat,V_n)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__add,axiom,
% 289.18/289.26 ! [V_n,V_m] : c_RealDef_Oreal(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)) = c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_m),c_RealDef_Oreal(tc_Nat_Onat,V_n)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__1,axiom,
% 289.18/289.26 c_RealDef_Oreal(tc_Nat_Onat,c_Groups_Oone__class_Oone(tc_Nat_Onat)) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_not__pos__poly__0,axiom,
% 289.18/289.26 ! [T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => ~ c_Polynomial_Opos__poly(T_a,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a))) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__natceiling__ge,axiom,
% 289.18/289.26 ! [V_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,c_RComplete_Onatceiling(V_x))) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_pos__poly__add,axiom,
% 289.18/289.26 ! [V_q,V_p,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => ( c_Polynomial_Opos__poly(T_a,V_p)
% 289.18/289.26 => ( c_Polynomial_Opos__poly(T_a,V_q)
% 289.18/289.26 => c_Polynomial_Opos__poly(T_a,c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),V_p,V_q)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_pos__poly__mult,axiom,
% 289.18/289.26 ! [V_q,V_p,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => ( c_Polynomial_Opos__poly(T_a,V_p)
% 289.18/289.26 => ( c_Polynomial_Opos__poly(T_a,V_q)
% 289.18/289.26 => c_Polynomial_Opos__poly(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_p),V_q)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_less__poly__def,axiom,
% 289.18/289.26 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Polynomial_Opoly(T_a),V_x_2,V_y_2)
% 289.18/289.26 <=> c_Polynomial_Opos__poly(T_a,c_Groups_Ominus__class_Ominus(tc_Polynomial_Opoly(T_a),V_y_2,V_x_2)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_less__eq__poly__def,axiom,
% 289.18/289.26 ! [V_y_2,V_x_2,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Polynomial_Opoly(T_a),V_x_2,V_y_2)
% 289.18/289.26 <=> ( V_x_2 = V_y_2
% 289.18/289.26 | c_Polynomial_Opos__poly(T_a,c_Groups_Ominus__class_Ominus(tc_Polynomial_Opoly(T_a),V_y_2,V_x_2)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__le__zero__cancel__iff,axiom,
% 289.18/289.26 ! [V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.26 <=> V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__diff,axiom,
% 289.18/289.26 ! [V_m,V_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.26 => c_RealDef_Oreal(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) = c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_m),c_RealDef_Oreal(tc_Nat_Onat,V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__natfloor__le,axiom,
% 289.18/289.26 ! [V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,c_RComplete_Onatfloor(V_x)),V_x) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_le__natfloor,axiom,
% 289.18/289.26 ! [V_a,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_x),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x,c_RComplete_Onatfloor(V_a)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__le,axiom,
% 289.18/289.26 ! [V_a,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_a))
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_RComplete_Onatceiling(V_x),V_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__gt__zero__cancel__iff,axiom,
% 289.18/289.26 ! [V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_n_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__less__real__le,axiom,
% 289.18/289.26 ! [V_m_2,V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n_2),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),c_RealDef_Oreal(tc_Nat_Onat,V_m_2)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__le__real__less,axiom,
% 289.18/289.26 ! [V_m_2,V_n_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n_2,V_m_2)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n_2),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_m_2),c_Groups_Oone__class_Oone(tc_RealDef_Oreal))) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_le__natfloor__eq,axiom,
% 289.18/289.26 ! [V_ab_2,V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_ab_2,c_RComplete_Onatfloor(V_x_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_ab_2),V_x_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__le__eq,axiom,
% 289.18/289.26 ! [V_ab_2,V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_RComplete_Onatceiling(V_x_2),V_ab_2)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,c_RealDef_Oreal(tc_Nat_Onat,V_ab_2)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__natfloor__add__one__gt,axiom,
% 289.18/289.26 ! [V_x] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,c_RComplete_Onatfloor(V_x)),c_Groups_Oone__class_Oone(tc_RealDef_Oreal))) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__subtract,axiom,
% 289.18/289.26 ! [V_x,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_a),V_x)
% 289.18/289.26 => c_RComplete_Onatfloor(c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_a))) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_RComplete_Onatfloor(V_x),V_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__natfloor__gt__diff__one,axiom,
% 289.18/289.26 ! [V_x] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_x,c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),c_RealDef_Oreal(tc_Nat_Onat,c_RComplete_Onatfloor(V_x))) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__subtract,axiom,
% 289.18/289.26 ! [V_x,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_a),V_x)
% 289.18/289.26 => c_RComplete_Onatceiling(c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_a))) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_RComplete_Onatceiling(V_x),V_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_less__natfloor,axiom,
% 289.18/289.26 ! [V_n,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_n))
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_RComplete_Onatfloor(V_x),V_n) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__add,axiom,
% 289.18/289.26 ! [V_a,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => c_RComplete_Onatfloor(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_a))) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_RComplete_Onatfloor(V_x),V_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_ge__natfloor__plus__one__imp__gt,axiom,
% 289.18/289.26 ! [V_n,V_z] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_RComplete_Onatfloor(V_z),c_Groups_Oone__class_Oone(tc_Nat_Onat)),V_n)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_z,c_RealDef_Oreal(tc_Nat_Onat,V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__eq,axiom,
% 289.18/289.26 ! [V_x,V_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)))
% 289.18/289.26 => c_RComplete_Onatfloor(V_x) = V_n ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natceiling__add,axiom,
% 289.18/289.26 ! [V_a,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => c_RComplete_Onatceiling(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_a))) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_RComplete_Onatceiling(V_x),V_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_reals__Archimedean6,axiom,
% 289.18/289.26 ! [V_r] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_r)
% 289.18/289.26 => ? [B_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,B_n,c_Groups_Oone__class_Oone(tc_Nat_Onat))),V_r)
% 289.18/289.26 & c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_r,c_RealDef_Oreal(tc_Nat_Onat,B_n)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_lemma__interval,axiom,
% 289.18/289.26 ! [V_b,V_x,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_a,V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_b)
% 289.18/289.26 => ? [B_d] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_d)
% 289.18/289.26 & ! [B_y] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_x,B_y)),B_d)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_a,B_y)
% 289.18/289.26 & c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,B_y,V_b) ) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__rec__pCons,axiom,
% 289.18/289.26 ! [V_pa_2,V_ab_2,T_a,V_za_2,V_f_2,T_b] :
% 289.18/289.26 ( class_Groups_Ozero(T_b)
% 289.18/289.26 => ( hAPP(hAPP(hAPP(V_f_2,c_Groups_Ozero__class_Ozero(T_b)),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_b))),V_za_2) = V_za_2
% 289.18/289.26 => c_Polynomial_Opoly__rec(T_a,T_b,V_za_2,V_f_2,c_Polynomial_OpCons(T_b,V_ab_2,V_pa_2)) = hAPP(hAPP(hAPP(V_f_2,V_ab_2),V_pa_2),c_Polynomial_Opoly__rec(T_a,T_b,V_za_2,V_f_2,V_pa_2)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_ex__least__nat__less,axiom,
% 289.18/289.26 ! [V_n_2,V_P_2] :
% 289.18/289.26 ( ~ hBOOL(hAPP(V_P_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))
% 289.18/289.26 => ( hBOOL(hAPP(V_P_2,V_n_2))
% 289.18/289.26 => ? [B_k] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,B_k,V_n_2)
% 289.18/289.26 & ! [B_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,B_i,B_k)
% 289.18/289.26 => ~ hBOOL(hAPP(V_P_2,B_i)) )
% 289.18/289.26 & hBOOL(hAPP(V_P_2,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,B_k,c_Groups_Oone__class_Oone(tc_Nat_Onat)))) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__rec__0,axiom,
% 289.18/289.26 ! [T_a,V_za_2,V_f_2,T_b] :
% 289.18/289.26 ( class_Groups_Ozero(T_b)
% 289.18/289.26 => ( hAPP(hAPP(hAPP(V_f_2,c_Groups_Ozero__class_Ozero(T_b)),c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_b))),V_za_2) = V_za_2
% 289.18/289.26 => c_Polynomial_Opoly__rec(T_a,T_b,V_za_2,V_f_2,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_b))) = V_za_2 ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__rec_Osimps,axiom,
% 289.18/289.26 ! [V_pa_2,V_ab_2,V_f_2,V_za_2,T_a,T_b] :
% 289.18/289.26 ( class_Groups_Ozero(T_b)
% 289.18/289.26 => c_Polynomial_Opoly__rec(T_a,T_b,V_za_2,V_f_2,c_Polynomial_OpCons(T_b,V_ab_2,V_pa_2)) = hAPP(hAPP(hAPP(V_f_2,V_ab_2),V_pa_2),c_If(T_a,c_fequal(V_pa_2,c_Groups_Ozero__class_Ozero(tc_Polynomial_Opoly(T_b))),V_za_2,c_Polynomial_Opoly__rec(T_a,T_b,V_za_2,V_f_2,V_pa_2))) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult_Ononneg__bounded,axiom,
% 289.18/289.26 ! [T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_a,B_b] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),B_a),B_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_a)),c_RealVector_Onorm__class_Onorm(T_a,B_b))),B_K)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__right_Ononneg__bounded,axiom,
% 289.18/289.26 ! [V_x,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),B_x)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_x)),B_K)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult__left_Ononneg__bounded,axiom,
% 289.18/289.26 ! [V_y,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_x] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),B_x),V_y)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_x)),B_K)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_unimodular__reduce__norm,axiom,
% 289.18/289.26 ! [V_z] :
% 289.18/289.26 ( c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,V_z) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,V_z,c_Groups_Oone__class_Oone(tc_Complex_Ocomplex))),c_Groups_Oone__class_Oone(tc_RealDef_Oreal))
% 289.18/289.26 | c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,V_z,c_Groups_Oone__class_Oone(tc_Complex_Ocomplex))),c_Groups_Oone__class_Oone(tc_RealDef_Oreal))
% 289.18/289.26 | c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,V_z,c_Complex_Oii)),c_Groups_Oone__class_Oone(tc_RealDef_Oreal))
% 289.18/289.26 | c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,V_z,c_Complex_Oii)),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__cont,axiom,
% 289.18/289.26 ! [V_p,V_z,V_e] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_e)
% 289.18/289.26 => ? [B_d] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_d)
% 289.18/289.26 & ! [B_w] :
% 289.18/289.26 ( ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,B_w,V_z)))
% 289.18/289.26 & c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,B_w,V_z)),B_d) )
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Ominus__class_Ominus(tc_Complex_Ocomplex,hAPP(c_Polynomial_Opoly(tc_Complex_Ocomplex,V_p),B_w),hAPP(c_Polynomial_Opoly(tc_Complex_Ocomplex,V_p),V_z))),V_e) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_lemma__interval__lt,axiom,
% 289.18/289.26 ! [V_b,V_x,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_a,V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,V_b)
% 289.18/289.26 => ? [B_d] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_d)
% 289.18/289.26 & ! [B_y] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,c_Groups_Ominus__class_Ominus(tc_RealDef_Oreal,V_x,B_y)),B_d)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_a,B_y)
% 289.18/289.26 & c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,B_y,V_b) ) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_complex__i__not__one,axiom,
% 289.18/289.26 c_Complex_Oii != c_Groups_Oone__class_Oone(tc_Complex_Ocomplex) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_complex__i__not__zero,axiom,
% 289.18/289.26 c_Complex_Oii != c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_lemmaCauchy,axiom,
% 289.18/289.26 ! [V_X_2,V_M_2,T_a,T_b] :
% 289.18/289.26 ( ( class_RealVector_Oreal__normed__vector(T_b)
% 289.18/289.26 & class_Orderings_Oord(T_a) )
% 289.18/289.26 => ( ! [B_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(T_a,V_M_2,B_n)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_b,c_Groups_Ominus__class_Ominus(T_b,hAPP(V_X_2,V_M_2),hAPP(V_X_2,B_n))),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) )
% 289.18/289.26 => ! [B_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(T_a,V_M_2,B_n)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_b,hAPP(V_X_2,B_n)),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_b,hAPP(V_X_2,V_M_2)))) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_reals__Archimedean3,axiom,
% 289.18/289.26 ! [V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => ! [B_y] :
% 289.18/289.26 ? [B_n] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,B_y,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,B_n)),V_x)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_mult_Obounded,axiom,
% 289.18/289.26 ! [T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra(T_a)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ! [B_a,B_b] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),B_a),B_b)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,B_a)),c_RealVector_Onorm__class_Onorm(T_a,B_b))),B_K)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_decseq__def,axiom,
% 289.18/289.26 ! [V_X_2,T_a] :
% 289.18/289.26 ( class_Orderings_Oorder(T_a)
% 289.18/289.26 => ( c_SEQ_Odecseq(T_a,V_X_2)
% 289.18/289.26 <=> ! [B_m,B_n] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,B_m,B_n)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(V_X_2,B_n),hAPP(V_X_2,B_m)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_LIMSEQ__inverse__realpow__zero__lemma,axiom,
% 289.18/289.26 ! [V_n,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_n)),V_x),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_x,c_Groups_Oone__class_Oone(tc_RealDef_Oreal))),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Bseq__def,axiom,
% 289.18/289.26 ! [V_X_2,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.26 => ( c_SEQ_OBseq(T_a,V_X_2)
% 289.18/289.26 <=> ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(V_X_2,B_n)),B_K) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I30_J,axiom,
% 289.18/289.26 ! [V_q,V_y,V_x,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),V_y)),V_q) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_q)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),V_q)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_norm__power,axiom,
% 289.18/289.26 ! [V_n,V_x,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__div__algebra(T_a)
% 289.18/289.26 => c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_x)),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_poly__power,axiom,
% 289.18/289.26 ! [V_x,V_n,V_p,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.26 => hAPP(c_Polynomial_Opoly(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Polynomial_Opoly(T_a)),V_p),V_n)),V_x) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(c_Polynomial_Opoly(T_a,V_p),V_x)),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I31_J,axiom,
% 289.18/289.26 ! [V_q,V_p,V_x,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_p)),V_q) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_p),V_q)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_norm__power__ineq,axiom,
% 289.18/289.26 ! [V_n,V_x,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__algebra__1(T_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n)),hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(T_a,V_x)),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I33_J,axiom,
% 289.18/289.26 ! [V_x,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_x ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I32_J,axiom,
% 289.18/289.26 ! [V_x,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I26_J,axiom,
% 289.18/289.26 ! [V_q,V_p,V_x,T_a] :
% 289.18/289.26 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_p)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_q)) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_p,V_q)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_realpow__minus__mult,axiom,
% 289.18/289.26 ! [V_x,V_n,T_a] :
% 289.18/289.26 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.26 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Oone__class_Oone(tc_Nat_Onat)))),V_x) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_n) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_realpow__num__eq__if,axiom,
% 289.18/289.26 ! [V_m,V_n,T_a] :
% 289.18/289.26 ( class_Power_Opower(T_a)
% 289.18/289.26 => ( ( V_n = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_m),V_n) = c_Groups_Oone__class_Oone(T_a) )
% 289.18/289.26 & ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_m),V_n) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_m),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_m),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Oone__class_Oone(tc_Nat_Onat)))) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__strict__mono,axiom,
% 289.18/289.26 ! [V_n,V_b,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,V_a,V_b)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),V_n)) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_one__less__power,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__less__zpower__abs__iff,axiom,
% 289.18/289.26 ! [V_n_2,V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),c_Groups_Oabs__class_Oabs(tc_Int_Oint,V_x_2)),V_n_2))
% 289.18/289.26 <=> ( V_x_2 != c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.26 | V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__zero__less__power__iff,axiom,
% 289.18/289.26 ! [V_n_2,V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_x_2),V_n_2))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_x_2)
% 289.18/289.26 | V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_nat__power__less__imp__less,axiom,
% 289.18/289.26 ! [V_n,V_m,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_i)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_i),V_m),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_i),V_n))
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zpower__zpower,axiom,
% 289.18/289.26 ! [V_z,V_y,V_x] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),V_y)),V_z) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_y),V_z)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zpower__zadd__distrib,axiom,
% 289.18/289.26 ! [V_z,V_y,V_x] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_y,V_z)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),V_y)),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),V_z)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_real__of__nat__power,axiom,
% 289.18/289.26 ! [V_n,V_m] : c_RealDef_Oreal(tc_Nat_Onat,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_m),V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_m)),V_n) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__real__of__nat,axiom,
% 289.18/289.26 ! [V_n,V_m] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_m)),V_n) = c_RealDef_Oreal(tc_Nat_Onat,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_m),V_n)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_natfloor__power,axiom,
% 289.18/289.26 ! [V_n,V_x] :
% 289.18/289.26 ( V_x = c_RealDef_Oreal(tc_Nat_Onat,c_RComplete_Onatfloor(V_x))
% 289.18/289.26 => c_RComplete_Onatfloor(hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),c_RComplete_Onatfloor(V_x)),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__eq__if,axiom,
% 289.18/289.26 ! [V_p,V_m] :
% 289.18/289.26 ( ( V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_p),V_m) = c_Groups_Oone__class_Oone(tc_Nat_Onat) )
% 289.18/289.26 & ( V_m != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_p),V_m) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_p),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_p),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Oone__class_Oone(tc_Nat_Onat)))) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_field__power__not__zero,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Oring__1__no__zero__divisors(T_a)
% 289.18/289.26 => ( V_a != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n) != c_Groups_Ozero__class_Ozero(T_a) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__commutes,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)),V_a) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__mult__distrib,axiom,
% 289.18/289.26 ! [V_n,V_b,V_a,T_a] :
% 289.18/289.26 ( class_Groups_Ocomm__monoid__mult(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b)),V_n) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__one,axiom,
% 289.18/289.26 ! [V_n,T_a] :
% 289.18/289.26 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Oone__class_Oone(T_a)),V_n) = c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__abs,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => c_Groups_Oabs__class_Oabs(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__mult,axiom,
% 289.18/289.26 ! [V_n,V_m,V_a,T_a] :
% 289.18/289.26 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_m)),V_n) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__one__right,axiom,
% 289.18/289.26 ! [V_a,T_a] :
% 289.18/289.26 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_a ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__mono,axiom,
% 289.18/289.26 ! [V_n,V_b,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),V_n)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__le__power,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__less__power,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_one__le__power,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__eq__0__iff,axiom,
% 289.18/289.26 ! [V_n_2,V_ab_2,T_a] :
% 289.18/289.26 ( ( class_Power_Opower(T_a)
% 289.18/289.26 & class_Rings_Omult__zero(T_a)
% 289.18/289.26 & class_Rings_Ono__zero__divisors(T_a)
% 289.18/289.26 & class_Rings_Ozero__neq__one(T_a) )
% 289.18/289.26 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_ab_2),V_n_2) = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.26 <=> ( V_ab_2 = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.26 & V_n_2 != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__inject__exp,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2,V_ab_2,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_ab_2)
% 289.18/289.26 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_ab_2),V_m_2) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_ab_2),V_n_2)
% 289.18/289.26 <=> V_m_2 = V_n_2 ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__0,axiom,
% 289.18/289.26 ! [V_a,T_a] :
% 289.18/289.26 ( class_Power_Opower(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = c_Groups_Oone__class_Oone(T_a) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__add,axiom,
% 289.18/289.26 ! [V_n,V_m,V_a,T_a] :
% 289.18/289.26 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_m)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__less__imp__less__base,axiom,
% 289.18/289.26 ! [V_b,V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),V_n))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__gt1__lemma,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n))) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__less__power__Suc,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n))) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__0__left,axiom,
% 289.18/289.26 ! [V_n,T_a] :
% 289.18/289.26 ( ( class_Power_Opower(T_a)
% 289.18/289.26 & class_Rings_Osemiring__0(T_a) )
% 289.18/289.26 => ( ( V_n = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ozero__class_Ozero(T_a)),V_n) = c_Groups_Oone__class_Oone(T_a) )
% 289.18/289.26 & ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ozero__class_Ozero(T_a)),V_n) = c_Groups_Ozero__class_Ozero(T_a) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__le__power__abs,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__idom(T_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Oabs__class_Oabs(T_a,V_a)),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__strict__increasing__iff,axiom,
% 289.18/289.26 ! [V_y_2,V_x_2,V_b_2,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_b_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_x_2),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_y_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x_2,V_y_2) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__less__imp__less__exp,axiom,
% 289.18/289.26 ! [V_n,V_m,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_m),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n))
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__strict__increasing,axiom,
% 289.18/289.26 ! [V_a,V_N,V_n,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_N)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_N)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__increasing,axiom,
% 289.18/289.26 ! [V_a,V_N,V_n,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_N)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_N)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__Suc__less,axiom,
% 289.18/289.26 ! [V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__strict__decreasing,axiom,
% 289.18/289.26 ! [V_a,V_N,V_n,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_N)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.26 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_N),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__eq__imp__eq__base,axiom,
% 289.18/289.26 ! [V_b,V_n,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),V_n)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.26 => V_a = V_b ) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__decreasing,axiom,
% 289.18/289.26 ! [V_a,V_N,V_n,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_N)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_a,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_N),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__increasing__iff,axiom,
% 289.18/289.26 ! [V_y_2,V_x_2,V_b_2,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_b_2)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_x_2),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b_2),V_y_2))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_x_2,V_y_2) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__le__imp__le__exp,axiom,
% 289.18/289.26 ! [V_n,V_m,V_a,T_a] :
% 289.18/289.26 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_m),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n))
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_reduce__poly__simple,axiom,
% 289.18/289.26 ! [V_n,V_b] :
% 289.18/289.26 ( V_b != c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex)
% 289.18/289.26 => ( V_n != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 => ? [B_z] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,c_Groups_Oone__class_Oone(tc_Complex_Ocomplex),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Complex_Ocomplex),V_b),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Complex_Ocomplex),B_z),V_n)))),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power__power__power,axiom,
% 289.18/289.26 ! [T_a] :
% 289.18/289.26 ( class_Power_Opower(T_a)
% 289.18/289.26 => c_Power_Opower__class_Opower(T_a) = c_Power_Opower_Opower(T_a,c_Groups_Oone__class_Oone(T_a),c_Groups_Otimes__class_Otimes(T_a)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__less__power__nat__eq,axiom,
% 289.18/289.26 ! [V_n_2,V_x_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_x_2),V_n_2))
% 289.18/289.26 <=> ( V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.26 | c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_x_2) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zero__le__zpower__abs,axiom,
% 289.18/289.26 ! [V_n,V_x] : c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),c_Groups_Oabs__class_Oabs(tc_Int_Oint,V_x)),V_n)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_odd__nonzero,axiom,
% 289.18/289.26 ! [V_z] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oone__class_Oone(tc_Int_Oint),V_z),V_z) != c_Groups_Ozero__class_Ozero(tc_Int_Oint) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_int__0__neq__1,axiom,
% 289.18/289.26 c_Groups_Ozero__class_Ozero(tc_Int_Oint) != c_Groups_Oone__class_Oone(tc_Int_Oint) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_pos__zmult__eq__1__iff,axiom,
% 289.18/289.26 ! [V_n_2,V_m_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_m_2)
% 289.18/289.26 => ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_m_2),V_n_2) = c_Groups_Oone__class_Oone(tc_Int_Oint)
% 289.18/289.26 <=> ( V_m_2 = c_Groups_Oone__class_Oone(tc_Int_Oint)
% 289.18/289.26 & V_n_2 = c_Groups_Oone__class_Oone(tc_Int_Oint) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_le__imp__0__less,axiom,
% 289.18/289.26 ! [V_z] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_z)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oone__class_Oone(tc_Int_Oint),V_z)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_odd__less__0,axiom,
% 289.18/289.26 ! [V_za_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oone__class_Oone(tc_Int_Oint),V_za_2),V_za_2),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_za_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zabs__less__one__iff,axiom,
% 289.18/289.26 ! [V_za_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oabs__class_Oabs(tc_Int_Oint,V_za_2),c_Groups_Oone__class_Oone(tc_Int_Oint))
% 289.18/289.26 <=> V_za_2 = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_less__bin__lemma,axiom,
% 289.18/289.26 ! [V_l_2,V_k_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,V_l_2)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_k_2,V_l_2),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_int__one__le__iff__zero__less,axiom,
% 289.18/289.26 ! [V_za_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oone__class_Oone(tc_Int_Oint),V_za_2)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_za_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_int__0__less__1,axiom,
% 289.18/289.26 c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oone__class_Oone(tc_Int_Oint)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zmult__zless__mono2,axiom,
% 289.18/289.26 ! [V_k,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_i,V_j)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k),V_i),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k),V_j)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__0,axiom,
% 289.18/289.26 ! [V_z] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_z) = V_z ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__0__right,axiom,
% 289.18/289.26 ! [V_z] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) = V_z ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__zmult__distrib2,axiom,
% 289.18/289.26 ! [V_z2,V_z1,V_w] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z1,V_z2)) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),V_z1),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),V_z2)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__zmult__distrib,axiom,
% 289.18/289.26 ! [V_w,V_z2,V_z1] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z1,V_z2)),V_w) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z1),V_w),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z2),V_w)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zmult__commute,axiom,
% 289.18/289.26 ! [V_w,V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z),V_w) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),V_z) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zmult__assoc,axiom,
% 289.18/289.26 ! [V_z3,V_z2,V_z1] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z1),V_z2)),V_z3) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z1),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z2),V_z3)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zless__le,axiom,
% 289.18/289.26 ! [V_w_2,V_za_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_za_2,V_w_2)
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_za_2,V_w_2)
% 289.18/289.26 & V_za_2 != V_w_2 ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zless__linear,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_x,V_y)
% 289.18/289.26 | V_x = V_y
% 289.18/289.26 | c_Orderings_Oord__class_Oless(tc_Int_Oint,V_y,V_x) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__zless__mono,axiom,
% 289.18/289.26 ! [V_z,V_z_H,V_w,V_w_H] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_H,V_w)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_z_H,V_z)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_w_H,V_z_H),c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_w,V_z)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__strict__right__mono,axiom,
% 289.18/289.26 ! [V_k,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_i,V_j)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_i,V_k),c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_j,V_k)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zle__add1__eq__le,axiom,
% 289.18/289.26 ! [V_za_2,V_w_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_za_2,c_Groups_Oone__class_Oone(tc_Int_Oint)))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w_2,V_za_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zle__diff1__eq,axiom,
% 289.18/289.26 ! [V_za_2,V_w_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w_2,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_za_2,c_Groups_Oone__class_Oone(tc_Int_Oint)))
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,V_za_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zless__add1__eq,axiom,
% 289.18/289.26 ! [V_za_2,V_w_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_za_2,c_Groups_Oone__class_Oone(tc_Int_Oint)))
% 289.18/289.26 <=> ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,V_za_2)
% 289.18/289.26 | V_w_2 = V_za_2 ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_add1__zle__eq,axiom,
% 289.18/289.26 ! [V_za_2,V_w_2] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_w_2,c_Groups_Oone__class_Oone(tc_Int_Oint)),V_za_2)
% 289.18/289.26 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w_2,V_za_2) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zless__imp__add1__zle,axiom,
% 289.18/289.26 ! [V_z,V_w] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_w,V_z)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_w,c_Groups_Oone__class_Oone(tc_Int_Oint)),V_z) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zdiff__zmult__distrib,axiom,
% 289.18/289.26 ! [V_w,V_z2,V_z1] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_z1,V_z2)),V_w) = c_Groups_Ominus__class_Ominus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z1),V_w),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z2),V_w)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zdiff__zmult__distrib2,axiom,
% 289.18/289.26 ! [V_z2,V_z1,V_w] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_z1,V_z2)) = c_Groups_Ominus__class_Ominus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),V_z1),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_w),V_z2)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_abs__zmult__eq__1,axiom,
% 289.18/289.26 ! [V_n,V_m] :
% 289.18/289.26 ( c_Groups_Oabs__class_Oabs(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_m),V_n)) = c_Groups_Oone__class_Oone(tc_Int_Oint)
% 289.18/289.26 => c_Groups_Oabs__class_Oabs(tc_Int_Oint,V_m) = c_Groups_Oone__class_Oone(tc_Int_Oint) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zmult__1__right,axiom,
% 289.18/289.26 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_z),c_Groups_Oone__class_Oone(tc_Int_Oint)) = V_z ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zmult__1,axiom,
% 289.18/289.26 ! [V_z] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Groups_Oone__class_Oone(tc_Int_Oint)),V_z) = V_z ).
% 289.18/289.26
% 289.18/289.26 fof(fact_power_Opower_Opower__0,axiom,
% 289.18/289.26 ! [V_ab_2,V_times_2,V_one_2,T_a] : hAPP(hAPP(c_Power_Opower_Opower(T_a,V_one_2,V_times_2),V_ab_2),c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = V_one_2 ).
% 289.18/289.26
% 289.18/289.26 fof(fact_decr__lemma,axiom,
% 289.18/289.26 ! [V_z,V_x,V_d] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_d)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oabs__class_Oabs(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,V_z)),c_Groups_Oone__class_Oone(tc_Int_Oint))),V_d)),V_z) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_incr__lemma,axiom,
% 289.18/289.26 ! [V_x,V_z,V_d] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_d)
% 289.18/289.26 => c_Orderings_Oord__class_Oless(tc_Int_Oint,V_z,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oabs__class_Oabs(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,V_z)),c_Groups_Oone__class_Oone(tc_Int_Oint))),V_d))) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_self__quotient__aux1,axiom,
% 289.18/289.26 ! [V_q,V_r,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.26 => ( V_a = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_r,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),V_q))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r,V_a)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oone__class_Oone(tc_Int_Oint),V_q) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zle__refl,axiom,
% 289.18/289.26 ! [V_w] : c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w,V_w) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zle__linear,axiom,
% 289.18/289.26 ! [V_w,V_z] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_z,V_w)
% 289.18/289.26 | c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w,V_z) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zle__trans,axiom,
% 289.18/289.26 ! [V_k,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i,V_j)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_j,V_k)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i,V_k) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zle__antisym,axiom,
% 289.18/289.26 ! [V_w,V_z] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_z,V_w)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_w,V_z)
% 289.18/289.26 => V_z = V_w ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__left__mono,axiom,
% 289.18/289.26 ! [V_k,V_j,V_i] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i,V_j)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,V_i),c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_k,V_j)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__commute,axiom,
% 289.18/289.26 ! [V_w,V_z] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z,V_w) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_w,V_z) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__left__commute,axiom,
% 289.18/289.26 ! [V_z,V_y,V_x] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_x,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_y,V_z)) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_y,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_x,V_z)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zadd__assoc,axiom,
% 289.18/289.26 ! [V_z3,V_z2,V_z1] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z1,V_z2),V_z3) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z1,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_z2,V_z3)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zdiv__mono2__neg__lemma,axiom,
% 289.18/289.26 ! [V_r_H,V_q_H,V_b_H,V_r,V_q,V_b] :
% 289.18/289.26 ( c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_q),V_r) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_H),V_q_H),V_r_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_H),V_q_H),V_r_H),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r,V_b)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_b_H,V_b)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_q_H,V_q) ) ) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_unique__quotient__lemma__neg,axiom,
% 289.18/289.26 ! [V_r,V_q,V_r_H,V_q_H,V_b] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_q_H),V_r_H),c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_q),V_r))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_r,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,V_r)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,V_r_H)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_q,V_q_H) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_zdiv__mono2__lemma,axiom,
% 289.18/289.26 ! [V_r_H,V_q_H,V_b_H,V_r,V_q,V_b] :
% 289.18/289.26 ( c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_q),V_r) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_H),V_q_H),V_r_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_H),V_q_H),V_r_H))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r_H,V_b_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_b_H,V_b)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_q,V_q_H) ) ) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_unique__quotient__lemma,axiom,
% 289.18/289.26 ! [V_r,V_q,V_r_H,V_q_H,V_b] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_q_H),V_r_H),c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_q),V_r))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r_H,V_b)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r,V_b)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_q_H,V_q) ) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_q__neg__lemma,axiom,
% 289.18/289.26 ! [V_r_H,V_q_H,V_b_H] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_H),V_q_H),V_r_H),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_H)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_q_H,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_q__pos__lemma,axiom,
% 289.18/289.26 ! [V_r_H,V_q_H,V_b_H] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_H),V_q_H),V_r_H))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r_H,V_b_H)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_H)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_q_H) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_self__quotient__aux2,axiom,
% 289.18/289.26 ! [V_q,V_r,V_a] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.26 => ( V_a = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_r,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),V_q))
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_q,c_Groups_Oone__class_Oone(tc_Int_Oint)) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I4_J,axiom,
% 289.18/289.26 ! [V_n,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),V_n)) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I2_J,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_x),V_y)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I1_J,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.26 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y)
% 289.18/289.26 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_x,V_y)) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I5_J,axiom,
% 289.18/289.26 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I6_J,axiom,
% 289.18/289.26 c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oone__class_Oone(tc_Int_Oint)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_tsub__def,axiom,
% 289.18/289.26 ! [V_x,V_y] :
% 289.18/289.26 ( ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_y,V_x)
% 289.18/289.26 => c_Nat__Transfer_Otsub(V_x,V_y) = c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,V_y) )
% 289.18/289.26 & ( ~ c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_y,V_x)
% 289.18/289.26 => c_Nat__Transfer_Otsub(V_x,V_y) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_DeMoivre2,axiom,
% 289.18/289.26 ! [V_n,V_a,V_r] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_Complex_Ocomplex),c_Complex_Orcis(V_r,V_a)),V_n) = c_Complex_Orcis(hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_r),V_n),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_n)),V_a)) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_BseqD,axiom,
% 289.18/289.26 ! [V_X_2,T_a] :
% 289.18/289.26 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.26 => ( c_SEQ_OBseq(T_a,V_X_2)
% 289.18/289.26 => ? [B_K] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.26 & ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(V_X_2,B_n)),B_K) ) ) ) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_complex__mod__rcis,axiom,
% 289.18/289.26 ! [V_a,V_r] : c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,c_Complex_Orcis(V_r,V_a)) = c_Groups_Oabs__class_Oabs(tc_RealDef_Oreal,V_r) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_rcis__zero__mod,axiom,
% 289.18/289.26 ! [V_a] : c_Complex_Orcis(c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_a) = c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex) ).
% 289.18/289.26
% 289.18/289.26 fof(fact_Nat__Transfer_Otransfer__nat__int__function__closures_I3_J,axiom,
% 289.18/289.26 ! [V_y,V_x] :
% 289.18/289.26 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Nat__Transfer_Otsub(V_x,V_y)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_rcis__mult,axiom,
% 289.18/289.27 ! [V_b,V_r2,V_a,V_r1] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Complex_Ocomplex),c_Complex_Orcis(V_r1,V_a)),c_Complex_Orcis(V_r2,V_b)) = c_Complex_Orcis(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_r1),V_r2),c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,V_a,V_b)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_tsub__eq,axiom,
% 289.18/289.27 ! [V_x,V_y] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_y,V_x)
% 289.18/289.27 => c_Nat__Transfer_Otsub(V_x,V_y) = c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,V_y) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_BseqI,axiom,
% 289.18/289.27 ! [V_X_2,V_K_2,T_a] :
% 289.18/289.27 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_K_2)
% 289.18/289.27 => ( ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(V_X_2,B_n)),V_K_2)
% 289.18/289.27 => c_SEQ_OBseq(T_a,V_X_2) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_decr__mult__lemma,axiom,
% 289.18/289.27 ! [V_k_2,V_P_2,V_db_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_db_2)
% 289.18/289.27 => ( ! [B_x] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,B_x))
% 289.18/289.27 => hBOOL(hAPP(V_P_2,c_Groups_Ominus__class_Ominus(tc_Int_Oint,B_x,V_db_2))) )
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k_2)
% 289.18/289.27 => ! [B_x] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,B_x))
% 289.18/289.27 => hBOOL(hAPP(V_P_2,c_Groups_Ominus__class_Ominus(tc_Int_Oint,B_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),V_db_2)))) ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_incr__mult__lemma,axiom,
% 289.18/289.27 ! [V_k_2,V_P_2,V_db_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_db_2)
% 289.18/289.27 => ( ! [B_x] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,B_x))
% 289.18/289.27 => hBOOL(hAPP(V_P_2,c_Groups_Oplus__class_Oplus(tc_Int_Oint,B_x,V_db_2))) )
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k_2)
% 289.18/289.27 => ! [B_x] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,B_x))
% 289.18/289.27 => hBOOL(hAPP(V_P_2,c_Groups_Oplus__class_Oplus(tc_Int_Oint,B_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),V_db_2)))) ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_realpow__pos__nth__unique,axiom,
% 289.18/289.27 ! [V_a,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_a)
% 289.18/289.27 => ? [B_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_x)
% 289.18/289.27 & hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),B_x),V_n) = V_a
% 289.18/289.27 & ! [B_y] :
% 289.18/289.27 ( ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_y)
% 289.18/289.27 & hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),B_y),V_n) = V_a )
% 289.18/289.27 => B_y = B_x ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_realpow__pos__nth,axiom,
% 289.18/289.27 ! [V_a,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_a)
% 289.18/289.27 => ? [B_r] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_r)
% 289.18/289.27 & hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),B_r),V_n) = V_a ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__realpow,axiom,
% 289.18/289.27 ! [V_n,V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Transcendental_Oln(hAPP(hAPP(c_Power_Opower__class_Opower(tc_RealDef_Oreal),V_x),V_n)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_n)),c_Transcendental_Oln(V_x)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_incseq__def,axiom,
% 289.18/289.27 ! [V_X_2,T_a] :
% 289.18/289.27 ( class_Orderings_Oorder(T_a)
% 289.18/289.27 => ( c_SEQ_Oincseq(T_a,V_X_2)
% 289.18/289.27 <=> ! [B_m,B_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,B_m,B_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(V_X_2,B_m),hAPP(V_X_2,B_n)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__less__self,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Transcendental_Oln(V_x),V_x) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__inj__iff,axiom,
% 289.18/289.27 ! [V_y_2,V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y_2)
% 289.18/289.27 => ( c_Transcendental_Oln(V_x_2) = c_Transcendental_Oln(V_y_2)
% 289.18/289.27 <=> V_x_2 = V_y_2 ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__less__cancel__iff,axiom,
% 289.18/289.27 ! [V_y_2,V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Transcendental_Oln(V_x_2),c_Transcendental_Oln(V_y_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x_2,V_y_2) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__one,axiom,
% 289.18/289.27 c_Transcendental_Oln(c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__le__cancel__iff,axiom,
% 289.18/289.27 ! [V_y_2,V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Transcendental_Oln(V_x_2),c_Transcendental_Oln(V_y_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,V_x_2,V_y_2) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__ge__zero,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Oln(V_x)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__gt__zero,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Oln(V_x)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__gt__zero__iff,axiom,
% 289.18/289.27 ! [V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Oln(V_x_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__eq__zero__iff,axiom,
% 289.18/289.27 ! [V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Transcendental_Oln(V_x_2) = c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)
% 289.18/289.27 <=> V_x_2 = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__less__zero__iff,axiom,
% 289.18/289.27 ! [V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Transcendental_Oln(V_x_2),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x_2,c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__less__zero,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,c_Groups_Oone__class_Oone(tc_RealDef_Oreal))
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Transcendental_Oln(V_x),c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__gt__zero__imp__gt__one,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Oln(V_x))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__ge__zero__imp__ge__one,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Oln(V_x))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__ge__zero__iff,axiom,
% 289.18/289.27 ! [V_x_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_Transcendental_Oln(V_x_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__mult,axiom,
% 289.18/289.27 ! [V_y,V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y)
% 289.18/289.27 => c_Transcendental_Oln(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),V_x),V_y)) = c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Transcendental_Oln(V_x),c_Transcendental_Oln(V_y)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_ln__add__one__self__le__self,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Transcendental_Oln(c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x)),V_x) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_expi__zero,axiom,
% 289.18/289.27 c_Complex_Oexpi(c_Groups_Ozero__class_Ozero(tc_Complex_Ocomplex)) = c_Groups_Oone__class_Oone(tc_Complex_Ocomplex) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat0__intermed__int__val,axiom,
% 289.18/289.27 ! [V_k_2,V_f_2,V_n_2] :
% 289.18/289.27 ( ! [B_i] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,B_i,V_n_2)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oabs__class_Oabs(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,hAPP(V_f_2,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,B_i,c_Groups_Oone__class_Oone(tc_Nat_Onat))),hAPP(V_f_2,B_i))),c_Groups_Oone__class_Oone(tc_Int_Oint)) )
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,hAPP(V_f_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_k_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,hAPP(V_f_2,V_n_2))
% 289.18/289.27 => ? [B_i] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,B_i,V_n_2)
% 289.18/289.27 & hAPP(V_f_2,B_i) = V_k_2 ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_expi__add,axiom,
% 289.18/289.27 ! [V_b,V_a] : c_Complex_Oexpi(c_Groups_Oplus__class_Oplus(tc_Complex_Ocomplex,V_a,V_b)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Complex_Ocomplex),c_Complex_Oexpi(V_a)),c_Complex_Oexpi(V_b)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_int__val__lemma,axiom,
% 289.18/289.27 ! [V_k_2,V_f_2,V_n_2] :
% 289.18/289.27 ( ! [B_i] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,B_i,V_n_2)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oabs__class_Oabs(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,hAPP(V_f_2,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,B_i,c_Groups_Oone__class_Oone(tc_Nat_Onat))),hAPP(V_f_2,B_i))),c_Groups_Oone__class_Oone(tc_Int_Oint)) )
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,hAPP(V_f_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_k_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,hAPP(V_f_2,V_n_2))
% 289.18/289.27 => ? [B_i] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,B_i,V_n_2)
% 289.18/289.27 & hAPP(V_f_2,B_i) = V_k_2 ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_BseqI2_H,axiom,
% 289.18/289.27 ! [V_K_2,V_X_2,V_N_2,T_a] :
% 289.18/289.27 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.27 => ( ! [B_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_N_2,B_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(V_X_2,B_n)),V_K_2) )
% 289.18/289.27 => c_SEQ_OBseq(T_a,V_X_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_lemma__NBseq__def,axiom,
% 289.18/289.27 ! [V_X_2,T_b] :
% 289.18/289.27 ( class_RealVector_Oreal__normed__vector(T_b)
% 289.18/289.27 => ( ? [B_K] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.27 & ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_b,hAPP(V_X_2,B_n)),B_K) )
% 289.18/289.27 <=> ? [B_N] :
% 289.18/289.27 ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_b,hAPP(V_X_2,B_n)),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(B_N))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_lemma__NBseq__def2,axiom,
% 289.18/289.27 ! [V_X_2,T_b] :
% 289.18/289.27 ( class_RealVector_Oreal__normed__vector(T_b)
% 289.18/289.27 => ( ? [B_K] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),B_K)
% 289.18/289.27 & ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_b,hAPP(V_X_2,B_n)),B_K) )
% 289.18/289.27 <=> ? [B_N] :
% 289.18/289.27 ! [B_n] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_b,hAPP(V_X_2,B_n)),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(B_N))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__mono,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),c_Nat_OSuc(V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_lessI,axiom,
% 289.18/289.27 ! [V_n] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Nat_OSuc(V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zero__less__Suc,axiom,
% 289.18/289.27 ! [V_n] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),c_Nat_OSuc(V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mult__eq__1__iff,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.27 <=> ( V_m_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.27 & V_n_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__iff__Suc__add,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 <=> ? [B_k] : V_n_2 = c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,B_k)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__add__Suc2,axiom,
% 289.18/289.27 ! [V_m,V_i] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_i))) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__add__Suc1,axiom,
% 289.18/289.27 ! [V_m,V_i] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_i,V_m))) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__eq__Suc__le,axiom,
% 289.18/289.27 ! [V_m_2,V_n_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2)
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n_2),V_m_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__Suc__eq__le,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__le__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m_2),V_n_2)
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__imp__less__Suc,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__leI,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__less__Suc__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(V_m_2))
% 289.18/289.27 <=> V_n_2 = V_m_2 ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__le__lessD,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_One__nat__def,axiom,
% 289.18/289.27 c_Groups_Oone__class_Oone(tc_Nat_Onat) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__mult__less__cancel1,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_k_2)),V_m_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_k_2)),V_n_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__less__Suc,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),c_Nat_OSuc(V_m)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mult__Suc,axiom,
% 289.18/289.27 ! [V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_m)),V_n) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mult__Suc__right,axiom,
% 289.18/289.27 ! [V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),c_Nat_OSuc(V_n)) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__mult__le__cancel1,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_k_2)),V_m_2),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_k_2)),V_n_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__diff__le,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.27 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) = c_Nat_OSuc(c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__eq__plus1,axiom,
% 289.18/289.27 ! [V_n] : c_Nat_OSuc(V_n) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_n,c_Groups_Oone__class_Oone(tc_Nat_Onat)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__eq__plus1__left,axiom,
% 289.18/289.27 ! [V_n] : c_Nat_OSuc(V_n) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Oone__class_Oone(tc_Nat_Onat),V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__Suc__1,axiom,
% 289.18/289.27 ! [V_n] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(V_n),c_Groups_Oone__class_Oone(tc_Nat_Onat)) = V_n ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__Suc__eq__diff__pred,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Oone__class_Oone(tc_Nat_Onat)),V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power_Opower_Opower__Suc,axiom,
% 289.18/289.27 ! [V_n_2,V_ab_2,V_times_2,V_one_2,T_a] : hAPP(hAPP(c_Power_Opower_Opower(T_a,V_one_2,V_times_2),V_ab_2),c_Nat_OSuc(V_n_2)) = hAPP(hAPP(V_times_2,V_ab_2),hAPP(hAPP(c_Power_Opower_Opower(T_a,V_one_2,V_times_2),V_ab_2),V_n_2)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Zero__not__Suc,axiom,
% 289.18/289.27 ! [V_m] : c_Groups_Ozero__class_Ozero(tc_Nat_Onat) != c_Nat_OSuc(V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat_Osimps_I2_J,axiom,
% 289.18/289.27 ! [V_nat_H] : c_Groups_Ozero__class_Ozero(tc_Nat_Onat) != c_Nat_OSuc(V_nat_H) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__not__Zero,axiom,
% 289.18/289.27 ! [V_m] : c_Nat_OSuc(V_m) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat_Osimps_I3_J,axiom,
% 289.18/289.27 ! [V_nat_H_1] : c_Nat_OSuc(V_nat_H_1) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Zero__neq__Suc,axiom,
% 289.18/289.27 ! [V_m] : c_Groups_Ozero__class_Ozero(tc_Nat_Onat) != c_Nat_OSuc(V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__neq__Zero,axiom,
% 289.18/289.27 ! [V_m] : c_Nat_OSuc(V_m) != c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__mult__cancel1,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2,V_k_2] :
% 289.18/289.27 ( hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_k_2)),V_m_2) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Nat_OSuc(V_k_2)),V_n_2)
% 289.18/289.27 <=> V_m_2 = V_n_2 ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__less__SucD,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),c_Nat_OSuc(V_n))
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__lessD,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__SucE,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n))
% 289.18/289.27 => ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => V_m = V_n ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__trans__Suc,axiom,
% 289.18/289.27 ! [V_k,V_j,V_i] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_i,V_j)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_j,V_k)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_i),V_k) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__lessI,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => ( c_Nat_OSuc(V_m) != V_n
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__SucI,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__antisym,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,V_m)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,c_Nat_OSuc(V_m))
% 289.18/289.27 => V_m = V_n ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_not__less__less__Suc__eq,axiom,
% 289.18/289.27 ! [V_m_2,V_n_2] :
% 289.18/289.27 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,V_m_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(V_m_2))
% 289.18/289.27 <=> V_n_2 = V_m_2 ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__less__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(V_m_2),c_Nat_OSuc(V_n_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__Suc__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2))
% 289.18/289.27 <=> ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 | V_m_2 = V_n_2 ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_not__less__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(V_m_2)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__inject,axiom,
% 289.18/289.27 ! [V_y,V_x] :
% 289.18/289.27 ( c_Nat_OSuc(V_x) = c_Nat_OSuc(V_y)
% 289.18/289.27 => V_x = V_y ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat_Oinject,axiom,
% 289.18/289.27 ! [V_nat_H_2,V_nat_2] :
% 289.18/289.27 ( c_Nat_OSuc(V_nat_2) = c_Nat_OSuc(V_nat_H_2)
% 289.18/289.27 <=> V_nat_2 = V_nat_H_2 ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__n__not__n,axiom,
% 289.18/289.27 ! [V_n] : c_Nat_OSuc(V_n) != V_n ).
% 289.18/289.27
% 289.18/289.27 fof(fact_n__not__Suc__n,axiom,
% 289.18/289.27 ! [V_n] : V_n != c_Nat_OSuc(V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_one__is__add,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 <=> ( ( V_m_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.27 & V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) )
% 289.18/289.27 | ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 & V_n_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_add__is__1,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m_2,V_n_2) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.27 <=> ( ( V_m_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.27 & V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) )
% 289.18/289.27 | ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 & V_n_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat__lt__two__imp__zero__or__one,axiom,
% 289.18/289.27 ! [V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_x,c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))))
% 289.18/289.27 => ( V_x = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 | V_x = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__Suc__eq__0__disj,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2))
% 289.18/289.27 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 | ? [B_j] :
% 289.18/289.27 ( V_m_2 = c_Nat_OSuc(B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,B_j,V_n_2) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_less__Suc0,axiom,
% 289.18/289.27 ! [V_n_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n_2,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))
% 289.18/289.27 <=> V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_gr0__conv__Suc,axiom,
% 289.18/289.27 ! [V_n_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2)
% 289.18/289.27 <=> ? [B_m] : V_n_2 = c_Nat_OSuc(B_m) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I35_J,axiom,
% 289.18/289.27 ! [V_q,V_x,T_a] :
% 289.18/289.27 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.27 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Nat_OSuc(V_q)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_q)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I27_J,axiom,
% 289.18/289.27 ! [V_q,V_x,T_a] :
% 289.18/289.27 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.27 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_x),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_q)) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Nat_OSuc(V_q)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_comm__semiring__1__class_Onormalizing__semiring__rules_I28_J,axiom,
% 289.18/289.27 ! [V_q,V_x,T_a] :
% 289.18/289.27 ( class_Rings_Ocomm__semiring__1(T_a)
% 289.18/289.27 => hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),V_q)),V_x) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Nat_OSuc(V_q)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__Suc2,axiom,
% 289.18/289.27 ! [V_n,V_a,T_a] :
% 289.18/289.27 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.27 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(V_n)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)),V_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__Suc,axiom,
% 289.18/289.27 ! [V_n,V_a,T_a] :
% 289.18/289.27 ( class_Power_Opower(T_a)
% 289.18/289.27 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(V_n)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__0__Suc,axiom,
% 289.18/289.27 ! [V_n,T_a] :
% 289.18/289.27 ( ( class_Power_Opower(T_a)
% 289.18/289.27 & class_Rings_Osemiring__0(T_a) )
% 289.18/289.27 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),c_Groups_Ozero__class_Ozero(T_a)),c_Nat_OSuc(V_n)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_add__Suc__shift,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_add__Suc,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) = c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_add__Suc__right,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) = c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__n__not__le__n,axiom,
% 289.18/289.27 ! [V_n] : ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n),V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_not__less__eq__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n_2),V_m_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__Suc__eq,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,c_Nat_OSuc(V_n_2))
% 289.18/289.27 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m_2,V_n_2)
% 289.18/289.27 | V_m_2 = c_Nat_OSuc(V_n_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__le__mono,axiom,
% 289.18/289.27 ! [V_m_2,V_n_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_n_2),c_Nat_OSuc(V_m_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n_2,V_m_2) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__SucI,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__SucE,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,c_Nat_OSuc(V_n))
% 289.18/289.27 => ( ~ c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => V_m = c_Nat_OSuc(V_n) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__leD,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__diff__diff,axiom,
% 289.18/289.27 ! [V_k,V_n,V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n),c_Nat_OSuc(V_k)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_k) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__Suc__Suc,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(V_m),c_Nat_OSuc(V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat__power__eq__Suc__0__iff,axiom,
% 289.18/289.27 ! [V_m_2,V_x_2] :
% 289.18/289.27 ( hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_x_2),V_m_2) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))
% 289.18/289.27 <=> ( V_m_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 | V_x_2 = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__Suc__0,axiom,
% 289.18/289.27 ! [V_n] : hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))),V_n) = c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__le__imp__le__base,axiom,
% 289.18/289.27 ! [V_b,V_n,V_a,T_a] :
% 289.18/289.27 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(V_n)),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),c_Nat_OSuc(V_n)))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__inject__base,axiom,
% 289.18/289.27 ! [V_b,V_n,V_a,T_a] :
% 289.18/289.27 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.27 => ( hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(V_n)) = hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_b),c_Nat_OSuc(V_n))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_b)
% 289.18/289.27 => V_a = V_b ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__gt1,axiom,
% 289.18/289.27 ! [V_n,V_a,T_a] :
% 289.18/289.27 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),V_a)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(T_a,c_Groups_Oone__class_Oone(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(V_n))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_n__less__m__mult__n,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_m)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_n__less__n__mult__m,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_m)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_n,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_m)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_one__less__mult,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_m)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__pred,axiom,
% 289.18/289.27 ! [V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Nat_OSuc(c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))) = V_n ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__Suc__less,axiom,
% 289.18/289.27 ! [V_i,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Nat_OSuc(V_i)),V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_one__le__mult__iff,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m_2),V_n_2))
% 289.18/289.27 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_m_2)
% 289.18/289.27 & c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_n_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_real__of__nat__Suc__gt__zero,axiom,
% 289.18/289.27 ! [V_n] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(V_n))) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__Suc__diff__eq1,axiom,
% 289.18/289.27 ! [V_m,V_j,V_k] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.27 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Nat_OSuc(c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k))) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_k),c_Nat_OSuc(V_j)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_diff__Suc__diff__eq2,axiom,
% 289.18/289.27 ! [V_m,V_j,V_k] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_k,V_j)
% 289.18/289.27 => c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_j,V_k)),V_m) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(V_j),c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_k,V_m)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_real__of__nat__one,axiom,
% 289.18/289.27 c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) = c_Groups_Oone__class_Oone(tc_RealDef_Oreal) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_real__of__nat__Suc,axiom,
% 289.18/289.27 ! [V_n] : c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(V_n)) = c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),c_Groups_Oone__class_Oone(tc_RealDef_Oreal)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat__one__le__power,axiom,
% 289.18/289.27 ! [V_n,V_i] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_i)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),hAPP(hAPP(c_Power_Opower__class_Opower(tc_Nat_Onat),V_i),V_n)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_realpow__Suc__le__self,axiom,
% 289.18/289.27 ! [V_n,V_r,T_a] :
% 289.18/289.27 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(T_a,c_Groups_Ozero__class_Ozero(T_a),V_r)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(T_a,V_r,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_r),c_Nat_OSuc(V_n)),V_r) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_power__Suc__less__one,axiom,
% 289.18/289.27 ! [V_n,V_a,T_a] :
% 289.18/289.27 ( class_Rings_Olinordered__semidom(T_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(T_a,V_a,c_Groups_Oone__class_Oone(T_a))
% 289.18/289.27 => c_Orderings_Oord__class_Oless(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_a),c_Nat_OSuc(V_n)),c_Groups_Oone__class_Oone(T_a)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_lemma__realpow__diff,axiom,
% 289.18/289.27 ! [V_y,V_n,V_p,T_a] :
% 289.18/289.27 ( class_Groups_Omonoid__mult(T_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_p,V_n)
% 289.18/289.27 => hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,c_Nat_OSuc(V_n),V_p)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,V_p))),V_y) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__diff__1,axiom,
% 289.18/289.27 ! [V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Nat_OSuc(c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Oone__class_Oone(tc_Nat_Onat))) = V_n ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Suc__pred_H,axiom,
% 289.18/289.27 ! [V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => V_n = c_Nat_OSuc(c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_n,c_Groups_Oone__class_Oone(tc_Nat_Onat))) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_add__eq__if,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( ( V_m = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n) = V_n )
% 289.18/289.27 & ( V_m != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_m,V_n) = c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Groups_Oone__class_Oone(tc_Nat_Onat)),V_n)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Bseq__iff,axiom,
% 289.18/289.27 ! [V_X_2,T_a] :
% 289.18/289.27 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.27 => ( c_SEQ_OBseq(T_a,V_X_2)
% 289.18/289.27 <=> ? [B_N] :
% 289.18/289.27 ! [B_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(V_X_2,B_n)),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(B_N))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Bseq__iff1a,axiom,
% 289.18/289.27 ! [V_X_2,T_a] :
% 289.18/289.27 ( class_RealVector_Oreal__normed__vector(T_a)
% 289.18/289.27 => ( c_SEQ_OBseq(T_a,V_X_2)
% 289.18/289.27 <=> ? [B_N] :
% 289.18/289.27 ! [B_n] : c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_RealVector_Onorm__class_Onorm(T_a,hAPP(V_X_2,B_n)),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(B_N))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_realpow__two__diff,axiom,
% 289.18/289.27 ! [V_y,V_x,T_a] :
% 289.18/289.27 ( class_Rings_Ocomm__ring__1(T_a)
% 289.18/289.27 => c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_x),c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))),hAPP(hAPP(c_Power_Opower__class_Opower(T_a),V_y),c_Nat_OSuc(c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))))) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Groups_Ominus__class_Ominus(T_a,V_x,V_y)),c_Groups_Oplus__class_Oplus(T_a,V_x,V_y)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_reals__Archimedean4,axiom,
% 289.18/289.27 ! [V_x,V_y] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_y)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => ? [B_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,B_n)),V_y),V_x)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(B_n))),V_y)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_int__power__div__base,axiom,
% 289.18/289.27 ! [V_k,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Int_Oint,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_k),V_m),V_k) = hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_k),c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__self,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_a != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,V_a,V_a) = c_Groups_Oone__class_Oone(T_a) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__self,axiom,
% 289.18/289.27 ! [V_a] :
% 289.18/289.27 ( V_a != c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_a) = c_Groups_Oone__class_Oone(tc_Int_Oint) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_pos__imp__zdiv__neg__iff,axiom,
% 289.18/289.27 ! [V_ab_2,V_b_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_ab_2,V_b_2),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,V_ab_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_neg__imp__zdiv__neg__iff,axiom,
% 289.18/289.27 ! [V_ab_2,V_b_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_ab_2,V_b_2),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_ab_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__neg__pos__less0,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Divides_Otransfer__nat__int__function__closures_I1_J,axiom,
% 289.18/289.27 ! [V_y,V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_x,V_y)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__by__0,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__0,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__zero,axiom,
% 289.18/289.27 ! [V_b] : c_Divides_Odiv__class_Odiv(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__by__1,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) = V_a ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__mult1,axiom,
% 289.18/289.27 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_c != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) = c_Divides_Odiv__class_Odiv(T_a,V_a,V_b) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__mult2,axiom,
% 289.18/289.27 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_c != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) = c_Divides_Odiv__class_Odiv(T_a,V_a,V_b) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__self1__is__id,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_a),V_b) = V_a ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__self2__is__id,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_b) = V_a ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__mult1__if,axiom,
% 289.18/289.27 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( ( V_c = c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) = c_Groups_Ozero__class_Ozero(T_a) )
% 289.18/289.27 & ( V_c != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) = c_Divides_Odiv__class_Odiv(T_a,V_a,V_b) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__mono1__neg,axiom,
% 289.18/289.27 ! [V_b,V_a_H,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_a,V_a_H)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a_H,V_b),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__mono1,axiom,
% 289.18/289.27 ! [V_b,V_a_H,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_a,V_a_H)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a_H,V_b)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__neg__neg__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,V_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__mono2__neg,axiom,
% 289.18/289.27 ! [V_b,V_b_H,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_H)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_b_H,V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b_H),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__nonpos__pos__le0,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_neg__imp__zdiv__nonneg__iff,axiom,
% 289.18/289.27 ! [V_ab_2,V_b_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_ab_2,V_b_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_ab_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__pos__pos__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_a,V_b)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__nonneg__neg__le0,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__mono2,axiom,
% 289.18/289.27 ! [V_b,V_b_H,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_H)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_b_H,V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b_H)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nonneg1__imp__zdiv__pos__iff,axiom,
% 289.18/289.27 ! [V_b_2,V_ab_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_ab_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_ab_2,V_b_2))
% 289.18/289.27 <=> ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_b_2,V_ab_2)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_2) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_pos__imp__zdiv__pos__iff,axiom,
% 289.18/289.27 ! [V_i_2,V_k_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_i_2,V_k_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_k_2,V_i_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_pos__imp__zdiv__nonneg__iff,axiom,
% 289.18/289.27 ! [V_ab_2,V_b_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_2)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_ab_2,V_b_2))
% 289.18/289.27 <=> c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_ab_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__eq__0__iff,axiom,
% 289.18/289.27 ! [V_k_2,V_i_2] :
% 289.18/289.27 ( c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_i_2,V_k_2) = c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 <=> ( V_k_2 = c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 | ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_i_2)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,V_i_2,V_k_2) )
% 289.18/289.27 | ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_i_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,V_i_2) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_int__div__less__self,axiom,
% 289.18/289.27 ! [V_k,V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oone__class_Oone(tc_Int_Oint),V_k)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_x,V_k),V_x) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__zmult2__eq,axiom,
% 289.18/289.27 ! [V_b,V_a,V_c] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_c)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_c)) = c_Divides_Odiv__class_Odiv(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__self1,axiom,
% 289.18/289.27 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)),V_b) = c_Groups_Oplus__class_Oplus(T_a,V_c,c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__self2,axiom,
% 289.18/289.27 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)),V_b) = c_Groups_Oplus__class_Oplus(T_a,V_c,c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__add__self1,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,c_Groups_Oplus__class_Oplus(T_a,V_b,V_a),V_b) = c_Groups_Oplus__class_Oplus(T_a,c_Divides_Odiv__class_Odiv(T_a,V_a,V_b),c_Groups_Oone__class_Oone(T_a)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__add__self2,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( V_b != c_Groups_Ozero__class_Ozero(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_b) = c_Groups_Oplus__class_Oplus(T_a,c_Divides_Odiv__class_Odiv(T_a,V_a,V_b),c_Groups_Oone__class_Oone(T_a)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__zdiv,axiom,
% 289.18/289.27 ! [V_k_2,V_n_2,V_P_2] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_n_2,V_k_2)))
% 289.18/289.27 <=> ( ( V_k_2 = c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 => hBOOL(hAPP(V_P_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))) )
% 289.18/289.27 & ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k_2)
% 289.18/289.27 => ! [B_i] :
% 289.18/289.27 ( ? [B_j] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,B_j,V_k_2)
% 289.18/289.27 & V_n_2 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),B_i),B_j) )
% 289.18/289.27 => hBOOL(hAPP(V_P_2,B_i)) ) )
% 289.18/289.27 & ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ! [B_i] :
% 289.18/289.27 ( ? [B_j] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,B_j,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 & V_n_2 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),B_i),B_j) )
% 289.18/289.27 => hBOOL(hAPP(V_P_2,B_i)) ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_divmod__int__rel__div__eq,axiom,
% 289.18/289.27 ! [V_r_1,V_y,V_b_1,V_a_1] :
% 289.18/289.27 ( V_a_1 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_1),V_y),V_r_1)
% 289.18/289.27 => ( ( ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_1)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r_1)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r_1,V_b_1) ) )
% 289.18/289.27 & ( ~ c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_1)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b_1,V_r_1)
% 289.18/289.27 & c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_r_1,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) )
% 289.18/289.27 => ( V_b_1 != c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a_1,V_b_1) = V_y ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_reals__Archimedean6a,axiom,
% 289.18/289.27 ! [V_r] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Ozero__class_Ozero(tc_RealDef_Oreal),V_r)
% 289.18/289.27 => ? [B_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,B_n),V_r)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_RealDef_Oreal,V_r,c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(B_n))) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__pos__lemma,axiom,
% 289.18/289.27 ! [V_n_2,V_P_2,V_k_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k_2)
% 289.18/289.27 => ( hBOOL(hAPP(hAPP(V_P_2,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_n_2,V_k_2)),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_n_2,V_k_2)))
% 289.18/289.27 <=> ! [B_i,B_j] :
% 289.18/289.27 ( ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,B_j,V_k_2)
% 289.18/289.27 & V_n_2 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),B_i),B_j) )
% 289.18/289.27 => hBOOL(hAPP(hAPP(V_P_2,B_i),B_j)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__1,axiom,
% 289.18/289.27 ! [V_m] : c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) = V_m ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__less,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__zdiv__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a] : c_Divides_Odiv__class_Odiv(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b),V_b) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__div__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_b),V_b) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_DIVISION__BY__ZERO,axiom,
% 289.18/289.27 ! [V_a] :
% 289.18/289.27 ( c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) = c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 & c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) = V_a ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult2__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_b),V_c)) = c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_a,V_b),V_c) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mod__equality,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)),V_b),c_Divides_Odiv__class_Omod(T_a,V_a,V_b)),V_c) = c_Groups_Oplus__class_Oplus(T_a,V_a,V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mod__equality2,axiom,
% 289.18/289.27 ! [V_c,V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(T_a,c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)),c_Divides_Odiv__class_Omod(T_a,V_a,V_b)),V_c) = c_Groups_Oplus__class_Oplus(T_a,V_a,V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__div__equality,axiom,
% 289.18/289.27 ! [V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)),V_b),c_Divides_Odiv__class_Omod(T_a,V_a,V_b)) = V_a ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__div__equality2,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)),c_Divides_Odiv__class_Omod(T_a,V_a,V_b)) = V_a ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_semiring__div__class_Omod__div__equality_H,axiom,
% 289.18/289.27 ! [V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Groups_Oplus__class_Oplus(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Odiv(T_a,V_a,V_b)),V_b)) = V_a ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__le__mono,axiom,
% 289.18/289.27 ! [V_k,V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_k),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_n,V_k)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__le__dividend,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n),V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__zadd1__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Odiv(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_a,V_b),V_c) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_c),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_b,V_c)),c_Divides_Odiv__class_Odiv(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_c),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_b,V_c)),V_c)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat__mult__div__cancel__disj,axiom,
% 289.18/289.27 ! [V_n,V_m,V_k] :
% 289.18/289.27 ( ( V_k = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n)) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) )
% 289.18/289.27 & ( V_k != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n)) = c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_poly__div__mult__right,axiom,
% 289.18/289.27 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.27 ( class_Fields_Ofield(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Polynomial_Opoly(T_a),V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_y),V_z)) = c_Divides_Odiv__class_Odiv(tc_Polynomial_Opoly(T_a),c_Divides_Odiv__class_Odiv(tc_Polynomial_Opoly(T_a),V_x,V_y),V_z) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__add__cong,axiom,
% 289.18/289.27 ! [V_b_H,V_b,V_a_H,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( c_Divides_Odiv__class_Omod(T_a,V_a,V_c) = c_Divides_Odiv__class_Omod(T_a,V_a_H,V_c)
% 289.18/289.27 => ( c_Divides_Odiv__class_Omod(T_a,V_b,V_c) = c_Divides_Odiv__class_Omod(T_a,V_b_H,V_c)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a_H,V_b_H),V_c) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__simps_I1_J,axiom,
% 289.18/289.27 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_c),V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__simps_I2_J,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__add__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_c),c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__add__left__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_c),V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__add__right__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__add__self1,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_b,V_a),V_b) = c_Divides_Odiv__class_Omod(T_a,V_a,V_b) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__add__self2,axiom,
% 289.18/289.27 ! [V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,V_b),V_b) = c_Divides_Odiv__class_Omod(T_a,V_a,V_b) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mod__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_b),V_b) = c_Divides_Odiv__class_Omod(T_a,V_a,V_b) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__diff__cong,axiom,
% 289.18/289.27 ! [V_b_H,V_b,V_a_H,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Oring__div(T_a)
% 289.18/289.27 => ( c_Divides_Odiv__class_Omod(T_a,V_a,V_c) = c_Divides_Odiv__class_Omod(T_a,V_a_H,V_c)
% 289.18/289.27 => ( c_Divides_Odiv__class_Omod(T_a,V_b,V_c) = c_Divides_Odiv__class_Omod(T_a,V_b_H,V_c)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a_H,V_b_H),V_c) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiff__zmod__left,axiom,
% 289.18/289.27 ! [V_y,V_m,V_x] : c_Divides_Odiv__class_Omod(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_x,V_m),V_y),V_m) = c_Divides_Odiv__class_Omod(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,V_y),V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiff__zmod__right,axiom,
% 289.18/289.27 ! [V_m,V_y,V_x] : c_Divides_Odiv__class_Omod(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_y,V_m)),V_m) = c_Divides_Odiv__class_Omod(tc_Int_Oint,c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_x,V_y),V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__diff__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Oring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_c),c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__diff__left__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Oring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,c_Divides_Odiv__class_Omod(T_a,V_a,V_c),V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__diff__right__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Oring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__self1,axiom,
% 289.18/289.27 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)),V_b) = c_Divides_Odiv__class_Omod(T_a,V_a,V_b) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__self2,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Oplus__class_Oplus(T_a,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)),V_b) = c_Divides_Odiv__class_Omod(T_a,V_a,V_b) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__cong,axiom,
% 289.18/289.27 ! [V_b_H,V_b,V_a_H,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => ( c_Divides_Odiv__class_Omod(T_a,V_a,V_c) = c_Divides_Odiv__class_Omod(T_a,V_a_H,V_c)
% 289.18/289.27 => ( c_Divides_Odiv__class_Omod(T_a,V_b,V_c) = c_Divides_Odiv__class_Omod(T_a,V_b_H,V_c)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a_H),V_b_H),V_c) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__simps_I4_J,axiom,
% 289.18/289.27 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Omod(T_a,V_a,V_c)),V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__simps_I3_J,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Omod(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_b,V_c)),V_c) = c_Divides_Odiv__class_Omod(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),V_b),V_c) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__mult2,axiom,
% 289.18/289.27 ! [V_b,V_c,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_c),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_c)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Omod(T_a,V_a,V_b)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__mult1,axiom,
% 289.18/289.27 ! [V_b,V_a,V_c,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_b)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),c_Divides_Odiv__class_Omod(T_a,V_a,V_b)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Omod(T_a,V_a,V_c)),c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__left__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Divides_Odiv__class_Omod(T_a,V_a,V_c)),V_b),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__zmult1__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Omod(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),V_b),V_c) = c_Divides_Odiv__class_Omod(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_b,V_c)),V_c) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__right__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_c) = c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Divides_Odiv__class_Omod(T_a,V_b,V_c)),V_c) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__eq__0__iff,axiom,
% 289.18/289.27 ! [V_db_2,V_m_2] :
% 289.18/289.27 ( c_Divides_Odiv__class_Omod(tc_Int_Oint,V_m_2,V_db_2) = c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 <=> ? [B_q] : V_m_2 = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_db_2),B_q) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__zero,axiom,
% 289.18/289.27 ! [V_b] : c_Divides_Odiv__class_Omod(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__self,axiom,
% 289.18/289.27 ! [V_a] : c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_a) = c_Groups_Ozero__class_Ozero(tc_Int_Oint) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__0,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,c_Groups_Ozero__class_Ozero(T_a),V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__by__0,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,V_a,c_Groups_Ozero__class_Ozero(T_a)) = V_a ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__self,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,V_a,V_a) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__self2__is__0,axiom,
% 289.18/289.27 ! [V_b,V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),V_b) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__self1__is__0,axiom,
% 289.18/289.27 ! [V_a,V_b,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_b),V_a),V_b) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__le__nonneg__dividend,axiom,
% 289.18/289.27 ! [V_k,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_m)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_m,V_k),V_m) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Divides_Otransfer__nat__int__function__closures_I2_J,axiom,
% 289.18/289.27 ! [V_y,V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_x,V_y)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_neg__mod__bound,axiom,
% 289.18/289.27 ! [V_a,V_b] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_pos__mod__bound,axiom,
% 289.18/289.27 ! [V_a,V_b] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b),V_b) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__by__1,axiom,
% 289.18/289.27 ! [V_a,T_a] :
% 289.18/289.27 ( class_Divides_Osemiring__div(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(T_a,V_a,c_Groups_Oone__class_Oone(T_a)) = c_Groups_Ozero__class_Ozero(T_a) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zpower__zmod,axiom,
% 289.18/289.27 ! [V_y,V_m,V_x] : c_Divides_Odiv__class_Omod(tc_Int_Oint,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_x,V_m)),V_y),V_m) = c_Divides_Odiv__class_Omod(tc_Int_Oint,hAPP(hAPP(c_Power_Opower__class_Opower(tc_Int_Oint),V_x),V_y),V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__le__mono2,axiom,
% 289.18/289.27 ! [V_k,V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_k,V_n),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_k,V_m)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__self1__is__m,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_m),V_n) = V_m ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult__self__is__m,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_n),V_n) = V_m ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_nat__mult__div__cancel1,axiom,
% 289.18/289.27 ! [V_n,V_m,V_k] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_k)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n)) = c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__less__dividend,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Oone__class_Oone(tc_Nat_Onat),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_m)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n),V_m) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_pos__mod__sign,axiom,
% 289.18/289.27 ! [V_a,V_b] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_pos__mod__conj,axiom,
% 289.18/289.27 ! [V_a,V_b] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b))
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b),V_b) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__pos__pos__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_a,V_b)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b) = V_a ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_neg__mod__sign,axiom,
% 289.18/289.27 ! [V_a,V_b] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_neg__mod__conj,axiom,
% 289.18/289.27 ! [V_a,V_b] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__neg__neg__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_a,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,V_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b) = V_a ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__zmod__equality2,axiom,
% 289.18/289.27 ! [V_k,V_b,V_a] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b)),V_b),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)),V_k) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_a,V_k) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__zmod__equality,axiom,
% 289.18/289.27 ! [V_k,V_a,V_b] : c_Groups_Oplus__class_Oplus(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b)),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)),V_k) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_a,V_k) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zdiv__zmult1__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Odiv(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),V_b),V_c) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_b,V_c)),c_Divides_Odiv__class_Odiv(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_a),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_b,V_c)),V_c)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__zdiv__equality,axiom,
% 289.18/289.27 ! [V_b,V_a] : V_a = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b)),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__zdiv__equality_H,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Divides_Odiv__class_Omod(tc_Int_Oint,V_m,V_n) = c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_m,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_m,V_n)),V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmult__div__cancel,axiom,
% 289.18/289.27 ! [V_m,V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_n),c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_m,V_n)) = c_Groups_Ominus__class_Ominus(tc_Int_Oint,V_m,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_m,V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__if,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) )
% 289.18/289.27 & ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) = c_Nat_OSuc(c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__geq,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) = c_Nat_OSuc(c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__div,axiom,
% 289.18/289.27 ! [V_k_2,V_n_2,V_P_2] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_n_2,V_k_2)))
% 289.18/289.27 <=> ( ( V_k_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 => hBOOL(hAPP(V_P_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) )
% 289.18/289.27 & ( V_k_2 != c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 => ! [B_i,B_j] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,B_j,V_k_2)
% 289.18/289.27 => ( V_n_2 = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k_2),B_i),B_j)
% 289.18/289.27 => hBOOL(hAPP(V_P_2,B_i)) ) ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__pos__neg__trivial,axiom,
% 289.18/289.27 ! [V_b,V_a] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_a)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_a,V_b),c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,V_a,V_b) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__div__lemma,axiom,
% 289.18/289.27 ! [V_m_2,V_q_2,V_n_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n_2)
% 289.18/289.27 => ( ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),V_q_2),V_m_2)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),c_Nat_OSuc(V_q_2))) )
% 289.18/289.27 <=> V_q_2 = c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m_2,V_n_2) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__div_H,axiom,
% 289.18/289.27 ! [V_n_2,V_m_2,V_P_2] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m_2,V_n_2)))
% 289.18/289.27 <=> ( ( V_n_2 = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 & hBOOL(hAPP(V_P_2,c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) )
% 289.18/289.27 | ? [B_q] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),B_q),V_m_2)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m_2,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n_2),c_Nat_OSuc(B_q)))
% 289.18/289.27 & hBOOL(hAPP(V_P_2,B_q)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__div__geq,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.27 => c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n) = c_Nat_OSuc(c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_divmod__int__rel__mod__eq,axiom,
% 289.18/289.27 ! [V_y,V_q_1,V_b_1,V_a_1] :
% 289.18/289.27 ( V_a_1 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b_1),V_q_1),V_y)
% 289.18/289.27 => ( ( ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_1)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_y)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,V_y,V_b_1) ) )
% 289.18/289.27 & ( ~ c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_b_1)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b_1,V_y)
% 289.18/289.27 & c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_y,c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) )
% 289.18/289.27 => ( V_b_1 != c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a_1,V_b_1) = V_y ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmult2__lemma__aux2,axiom,
% 289.18/289.27 ! [V_q,V_r,V_b,V_c] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_c)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,V_r)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_r,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_q,V_c)),V_r),c_Groups_Ozero__class_Ozero(tc_Int_Oint)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmult2__lemma__aux1,axiom,
% 289.18/289.27 ! [V_q,V_r,V_b,V_c] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_c)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_b,V_r)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,V_r,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_c),c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_q,V_c)),V_r)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmult2__lemma__aux4,axiom,
% 289.18/289.27 ! [V_q,V_b,V_r,V_c] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_c)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r,V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_q,V_c)),V_r),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_c)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmult2__lemma__aux3,axiom,
% 289.18/289.27 ! [V_q,V_b,V_r,V_c] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_c)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_r)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_r,V_b)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_q,V_c)),V_r)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__zmod,axiom,
% 289.18/289.27 ! [V_k_2,V_n_2,V_P_2] :
% 289.18/289.27 ( hBOOL(hAPP(V_P_2,c_Divides_Odiv__class_Omod(tc_Int_Oint,V_n_2,V_k_2)))
% 289.18/289.27 <=> ( ( V_k_2 = c_Groups_Ozero__class_Ozero(tc_Int_Oint)
% 289.18/289.27 => hBOOL(hAPP(V_P_2,V_n_2)) )
% 289.18/289.27 & ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_k_2)
% 289.18/289.27 => ! [B_i,B_j] :
% 289.18/289.27 ( ( c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless(tc_Int_Oint,B_j,V_k_2)
% 289.18/289.27 & V_n_2 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),B_i),B_j) )
% 289.18/289.27 => hBOOL(hAPP(V_P_2,B_j)) ) )
% 289.18/289.27 & ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ! [B_i,B_j] :
% 289.18/289.27 ( ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,B_j,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 & V_n_2 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),B_i),B_j) )
% 289.18/289.27 => hBOOL(hAPP(V_P_2,B_j)) ) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_zmod__zmult2__eq,axiom,
% 289.18/289.27 ! [V_b,V_a,V_c] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,c_Groups_Ozero__class_Ozero(tc_Int_Oint),V_c)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),V_c)) = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_b),c_Divides_Odiv__class_Omod(tc_Int_Oint,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_a,V_b),V_c)),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_a,V_b)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_split__neg__lemma,axiom,
% 289.18/289.27 ! [V_n_2,V_P_2,V_k_2] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 => ( hBOOL(hAPP(hAPP(V_P_2,c_Divides_Odiv__class_Odiv(tc_Int_Oint,V_n_2,V_k_2)),c_Divides_Odiv__class_Omod(tc_Int_Oint,V_n_2,V_k_2)))
% 289.18/289.27 <=> ! [B_i,B_j] :
% 289.18/289.27 ( ( c_Orderings_Oord__class_Oless(tc_Int_Oint,V_k_2,B_j)
% 289.18/289.27 & c_Orderings_Oord__class_Oless__eq(tc_Int_Oint,B_j,c_Groups_Ozero__class_Ozero(tc_Int_Oint))
% 289.18/289.27 & V_n_2 = c_Groups_Oplus__class_Oplus(tc_Int_Oint,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Int_Oint),V_k_2),B_i),B_j) )
% 289.18/289.27 => hBOOL(hAPP(hAPP(V_P_2,B_i),B_j)) ) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_natfloor__div__nat,axiom,
% 289.18/289.27 ! [V_y,V_x] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_Groups_Oone__class_Oone(tc_RealDef_Oreal),V_x)
% 289.18/289.27 => ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_y)
% 289.18/289.27 => c_RComplete_Onatfloor(c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,V_x,c_RealDef_Oreal(tc_Nat_Onat,V_y))) = c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_RComplete_Onatfloor(V_x),V_y) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_cis__real__of__nat__Suc__mult,axiom,
% 289.18/289.27 ! [V_a,V_n] : c_Complex_Ocis(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,c_Nat_OSuc(V_n))),V_a)) = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Complex_Ocomplex),c_Complex_Ocis(V_a)),c_Complex_Ocis(hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_RealDef_Oreal),c_RealDef_Oreal(tc_Nat_Onat,V_n)),V_a))) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__Suc,axiom,
% 289.18/289.27 ! [V_c,V_a] : c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Nat_OSuc(V_a),V_c) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_a,V_c),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_c)),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_a,V_c),c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat)),V_c)),V_c)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_real__of__nat__div__aux,axiom,
% 289.18/289.27 ! [V_x,V_d] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_d)
% 289.18/289.27 => c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_x),c_RealDef_Oreal(tc_Nat_Onat,V_d)) = c_Groups_Oplus__class_Oplus(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_x,V_d)),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_x,V_d)),c_RealDef_Oreal(tc_Nat_Onat,V_d))) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult2__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_b),V_c)) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_b),c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_a,V_b),V_c)),c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_a,V_b)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_poly__mod__mult__right,axiom,
% 289.18/289.27 ! [V_z,V_y,V_x,T_a] :
% 289.18/289.27 ( class_Fields_Ofield(T_a)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Polynomial_Opoly(T_a),V_x,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_y),V_z)) = c_Groups_Oplus__class_Oplus(tc_Polynomial_Opoly(T_a),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Polynomial_Opoly(T_a)),V_y),c_Divides_Odiv__class_Omod(tc_Polynomial_Opoly(T_a),c_Divides_Odiv__class_Odiv(tc_Polynomial_Opoly(T_a),V_x,V_y),V_z)),c_Divides_Odiv__class_Omod(tc_Polynomial_Opoly(T_a),V_x,V_y)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mult1__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_a),V_b),V_c) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_a),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_b,V_c)),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_a),c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_b,V_c)),V_c)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__mod__equality_H,axiom,
% 289.18/289.27 ! [V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n)),V_n) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mult__div__cancel,axiom,
% 289.18/289.27 ! [V_m,V_n] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n)) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_Divides_Omod__div__equality_H,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) = c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_m,V_n)),V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_real__of__nat__div4,axiom,
% 289.18/289.27 ! [V_x,V_n] : c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_n,V_x)),c_Rings_Oinverse__class_Odivide(tc_RealDef_Oreal,c_RealDef_Oreal(tc_Nat_Onat,V_n),c_RealDef_Oreal(tc_Nat_Onat,V_x))) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_div__add1__eq,axiom,
% 289.18/289.27 ! [V_c,V_b,V_a] : c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,V_a,V_b),V_c) = c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_a,V_c),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,V_b,V_c)),c_Divides_Odiv__class_Odiv(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_a,V_c),c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_b,V_c)),V_c)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__less__eq__dividend,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n),V_m) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_le__mod__geq,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,V_n,V_m)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__geq,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__if,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) = V_m )
% 289.18/289.27 & ( ~ c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Groups_Ominus__class_Ominus(tc_Nat_Onat,V_m,V_n),V_n) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__less,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,V_m,V_n)
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) = V_m ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__self3,axiom,
% 289.18/289.27 ! [V_m,V_n,V_k] : c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n),V_m),V_n) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__distrib,axiom,
% 289.18/289.27 ! [V_k,V_n,V_m] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)),V_k) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_m),V_k),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_n),V_k)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__distrib2,axiom,
% 289.18/289.27 ! [V_n,V_m,V_k] : hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_m),hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n)) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__eq__0__iff,axiom,
% 289.18/289.27 ! [V_db_2,V_m_2] :
% 289.18/289.27 ( c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m_2,V_db_2) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat)
% 289.18/289.27 <=> ? [B_q] : V_m_2 = hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_db_2),B_q) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__less__divisor,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n),V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__Suc,axiom,
% 289.18/289.27 ! [V_n,V_m] :
% 289.18/289.27 ( ( c_Nat_OSuc(c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)) = V_n
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) )
% 289.18/289.27 & ( c_Nat_OSuc(c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)) != V_n
% 289.18/289.27 => c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) = c_Nat_OSuc(c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)) ) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__1,axiom,
% 289.18/289.27 ! [V_m] : c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,c_Nat_OSuc(c_Groups_Ozero__class_Ozero(tc_Nat_Onat))) = c_Groups_Ozero__class_Ozero(tc_Nat_Onat) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__Suc__eq__Suc__mod,axiom,
% 289.18/289.27 ! [V_n,V_m] : c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n)),V_n) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_DERIV__mult__lemma,axiom,
% 289.18/289.27 ! [V_h,V_d,V_c,V_b,V_a,T_a] :
% 289.18/289.27 ( class_RealVector_Oreal__field(T_a)
% 289.18/289.27 => c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),V_b),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_c),V_d)),V_h) = c_Groups_Oplus__class_Oplus(T_a,hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),V_a),c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,V_b,V_d),V_h)),hAPP(hAPP(c_Groups_Otimes__class_Otimes(T_a),c_Rings_Oinverse__class_Odivide(T_a,c_Groups_Ominus__class_Ominus(T_a,V_a,V_c),V_h)),V_d)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__le__divisor,axiom,
% 289.18/289.27 ! [V_m,V_n] :
% 289.18/289.27 ( c_Orderings_Oord__class_Oless(tc_Nat_Onat,c_Groups_Ozero__class_Ozero(tc_Nat_Onat),V_n)
% 289.18/289.27 => c_Orderings_Oord__class_Oless__eq(tc_Nat_Onat,c_Divides_Odiv__class_Omod(tc_Nat_Onat,V_m,V_n),V_n) ) ).
% 289.18/289.27
% 289.18/289.27 fof(fact_mod__mult__self4,axiom,
% 289.18/289.27 ! [V_m,V_n,V_k] : c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(c_Groups_Oplus__class_Oplus(tc_Nat_Onat,hAPP(hAPP(c_Groups_Otimes__class_Otimes(tc_Nat_Onat),V_k),V_n),V_m)),V_n) = c_Divides_Odiv__class_Omod(tc_Nat_Onat,c_Nat_OSuc(V_m),V_n) ).
% 289.18/289.27
% 289.18/289.27 %----Arity declarations (261)
% 289.18/289.27 fof(arity_Polynomial__Opoly__Groups_Ocancel__comm__monoid__add,axiom,
% 289.18/289.27 ! [T_1] :
% 289.18/289.27 ( class_Groups_Ocancel__comm__monoid__add(T_1)
% 289.18/289.27 => class_Groups_Ocancel__comm__monoid__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(arity_Complex__Ocomplex__Groups_Ocancel__comm__monoid__add,axiom,
% 289.18/289.27 class_Groups_Ocancel__comm__monoid__add(tc_Complex_Ocomplex) ).
% 289.18/289.27
% 289.18/289.27 fof(arity_RealDef__Oreal__Groups_Ocancel__comm__monoid__add,axiom,
% 289.18/289.27 class_Groups_Ocancel__comm__monoid__add(tc_RealDef_Oreal) ).
% 289.18/289.27
% 289.18/289.27 fof(arity_Nat__Onat__Groups_Ocancel__comm__monoid__add,axiom,
% 289.18/289.27 class_Groups_Ocancel__comm__monoid__add(tc_Nat_Onat) ).
% 289.18/289.27
% 289.18/289.27 fof(arity_Int__Oint__Groups_Ocancel__comm__monoid__add,axiom,
% 289.18/289.27 class_Groups_Ocancel__comm__monoid__add(tc_Int_Oint) ).
% 289.18/289.27
% 289.18/289.27 fof(arity_fun__Orderings_Opreorder,axiom,
% 289.18/289.27 ! [T_2,T_1] :
% 289.18/289.27 ( class_Orderings_Opreorder(T_1)
% 289.18/289.27 => class_Orderings_Opreorder(tc_fun(T_2,T_1)) ) ).
% 289.18/289.27
% 289.18/289.27 fof(arity_fun__Orderings_Oorder,axiom,
% 289.18/289.27 ! [T_2,T_1] :
% 289.18/289.27 ( class_Orderings_Oorder(T_1)
% 289.18/289.28 => class_Orderings_Oorder(tc_fun(T_2,T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_fun__Orderings_Oord,axiom,
% 289.18/289.28 ! [T_2,T_1] :
% 289.18/289.28 ( class_Orderings_Oord(T_1)
% 289.18/289.28 => class_Orderings_Oord(tc_fun(T_2,T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom,
% 289.18/289.28 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oordered__cancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oordered__cancel__ab__semigroup__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oordered__ab__semigroup__add__imp__le,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__semigroup__add__imp__le(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__comm__semiring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__comm__semiring__strict(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__semiring__1__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__1__strict(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__semiring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__strict(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oordered__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__semigroup__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oordered__ab__group__add__abs,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__group__add__abs(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oordered__comm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Oordered__comm__monoid__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Olinordered__ab__group__add,axiom,
% 289.18/289.28 class_Groups_Olinordered__ab__group__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Ocancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__ab__semigroup__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oring__1__no__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Oring__1__no__zero__divisors(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oordered__cancel__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__cancel__semiring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__ring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__ring__strict(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oring__no__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Oring__no__zero__divisors(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oordered__comm__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__comm__semiring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__semiring__1,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__1(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oordered__ab__group__add,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__group__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Ocancel__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__semigroup__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__semiring,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__semidom,axiom,
% 289.18/289.28 class_Rings_Olinordered__semidom(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oab__semigroup__mult,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__mult(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Ocomm__monoid__mult,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__mult(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oordered__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__semiring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oordered__ring__abs,axiom,
% 289.18/289.28 class_Rings_Oordered__ring__abs(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ono__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Ono__zero__divisors(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Ocomm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__ring,axiom,
% 289.18/289.28 class_Rings_Olinordered__ring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Olinordered__idom,axiom,
% 289.18/289.28 class_Rings_Olinordered__idom(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ocomm__semiring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__1(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ocomm__semiring__0,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__0(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Divides_Osemiring__div,axiom,
% 289.18/289.28 class_Divides_Osemiring__div(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ocomm__semiring,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oab__group__add,axiom,
% 289.18/289.28 class_Groups_Oab__group__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ozero__neq__one,axiom,
% 289.18/289.28 class_Rings_Ozero__neq__one(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oordered__ring,axiom,
% 289.18/289.28 class_Rings_Oordered__ring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Orderings_Opreorder,axiom,
% 289.18/289.28 class_Orderings_Opreorder(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Orderings_Olinorder,axiom,
% 289.18/289.28 class_Orderings_Olinorder(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Omonoid__mult,axiom,
% 289.18/289.28 class_Groups_Omonoid__mult(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ocomm__ring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__ring__1(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Omonoid__add,axiom,
% 289.18/289.28 class_Groups_Omonoid__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Osemiring__0,axiom,
% 289.18/289.28 class_Rings_Osemiring__0(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Ogroup__add,axiom,
% 289.18/289.28 class_Groups_Ogroup__add(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Divides_Oring__div,axiom,
% 289.18/289.28 class_Divides_Oring__div(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Omult__zero,axiom,
% 289.18/289.28 class_Rings_Omult__zero(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Ocomm__ring,axiom,
% 289.18/289.28 class_Rings_Ocomm__ring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Orderings_Oorder,axiom,
% 289.18/289.28 class_Orderings_Oorder(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Int_Oring__char__0,axiom,
% 289.18/289.28 class_Int_Oring__char__0(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Osemiring,axiom,
% 289.18/289.28 class_Rings_Osemiring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Orderings_Oord,axiom,
% 289.18/289.28 class_Orderings_Oord(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Osgn__if,axiom,
% 289.18/289.28 class_Groups_Osgn__if(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oring__1,axiom,
% 289.18/289.28 class_Rings_Oring__1(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Power_Opower,axiom,
% 289.18/289.28 class_Power_Opower(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Ozero,axiom,
% 289.18/289.28 class_Groups_Ozero(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oring,axiom,
% 289.18/289.28 class_Rings_Oring(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Rings_Oidom,axiom,
% 289.18/289.28 class_Rings_Oidom(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Int__Oint__Groups_Oone,axiom,
% 289.18/289.28 class_Groups_Oone(tc_Int_Oint) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom,
% 289.18/289.28 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oordered__cancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oordered__cancel__ab__semigroup__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oordered__ab__semigroup__add__imp__le,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__semigroup__add__imp__le(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Olinordered__comm__semiring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__comm__semiring__strict(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Olinordered__semiring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__strict(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oordered__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__semigroup__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oordered__comm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Oordered__comm__monoid__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Ocancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__ab__semigroup__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Oordered__cancel__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__cancel__semiring(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Oordered__comm__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__comm__semiring(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Ocancel__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__semigroup__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Olinordered__semiring,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Olinordered__semidom,axiom,
% 289.18/289.28 class_Rings_Olinordered__semidom(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oab__semigroup__mult,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__mult(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Ocomm__monoid__mult,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__mult(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Oordered__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__semiring(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Ono__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Ono__zero__divisors(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Ocomm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Ocomm__semiring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__1(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Ocomm__semiring__0,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__0(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Divides_Osemiring__div,axiom,
% 289.18/289.28 class_Divides_Osemiring__div(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Ocomm__semiring,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Ozero__neq__one,axiom,
% 289.18/289.28 class_Rings_Ozero__neq__one(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Orderings_Opreorder,axiom,
% 289.18/289.28 class_Orderings_Opreorder(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Orderings_Olinorder,axiom,
% 289.18/289.28 class_Orderings_Olinorder(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Omonoid__mult,axiom,
% 289.18/289.28 class_Groups_Omonoid__mult(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Omonoid__add,axiom,
% 289.18/289.28 class_Groups_Omonoid__add(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Osemiring__0,axiom,
% 289.18/289.28 class_Rings_Osemiring__0(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Omult__zero,axiom,
% 289.18/289.28 class_Rings_Omult__zero(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Orderings_Oorder,axiom,
% 289.18/289.28 class_Orderings_Oorder(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Rings_Osemiring,axiom,
% 289.18/289.28 class_Rings_Osemiring(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Orderings_Oord,axiom,
% 289.18/289.28 class_Orderings_Oord(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Power_Opower,axiom,
% 289.18/289.28 class_Power_Opower(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Ozero,axiom,
% 289.18/289.28 class_Groups_Ozero(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Nat__Onat__Groups_Oone,axiom,
% 289.18/289.28 class_Groups_Oone(tc_Nat_Onat) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_HOL__Obool__Orderings_Opreorder,axiom,
% 289.18/289.28 class_Orderings_Opreorder(tc_HOL_Obool) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_HOL__Obool__Orderings_Oorder,axiom,
% 289.18/289.28 class_Orderings_Oorder(tc_HOL_Obool) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_HOL__Obool__Orderings_Oord,axiom,
% 289.18/289.28 class_Orderings_Oord(tc_HOL_Obool) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom,
% 289.18/289.28 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oordered__cancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oordered__cancel__ab__semigroup__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oordered__ab__semigroup__add__imp__le,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__semigroup__add__imp__le(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__comm__semiring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__comm__semiring__strict(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring__1__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__1__strict(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__div__algebra,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__div__algebra(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__strict(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__algebra__1,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__algebra__1(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oordered__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__semigroup__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oordered__ab__group__add__abs,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__group__add__abs(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__algebra,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__algebra(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oordered__comm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Oordered__comm__monoid__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Olinordered__ab__group__add,axiom,
% 289.18/289.28 class_Groups_Olinordered__ab__group__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Ocancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__ab__semigroup__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oring__1__no__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Oring__1__no__zero__divisors(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oordered__cancel__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__cancel__semiring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__RealVector_Oreal__normed__vector,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__vector(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__ring__strict,axiom,
% 289.18/289.28 class_Rings_Olinordered__ring__strict(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oring__no__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Oring__no__zero__divisors(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oordered__comm__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__comm__semiring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring__1,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring__1(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oordered__ab__group__add,axiom,
% 289.18/289.28 class_Groups_Oordered__ab__group__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Ocancel__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__semigroup__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__semiring,axiom,
% 289.18/289.28 class_Rings_Olinordered__semiring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__semidom,axiom,
% 289.18/289.28 class_Rings_Olinordered__semidom(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oab__semigroup__mult,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__mult(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Ocomm__monoid__mult,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__mult(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oordered__semiring,axiom,
% 289.18/289.28 class_Rings_Oordered__semiring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oordered__ring__abs,axiom,
% 289.18/289.28 class_Rings_Oordered__ring__abs(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ono__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Ono__zero__divisors(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Ocomm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__ring,axiom,
% 289.18/289.28 class_Rings_Olinordered__ring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Olinordered__idom,axiom,
% 289.18/289.28 class_Rings_Olinordered__idom(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ocomm__semiring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__1(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ocomm__semiring__0,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__0(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__RealVector_Oreal__field,axiom,
% 289.18/289.28 class_RealVector_Oreal__field(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ocomm__semiring,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oab__group__add,axiom,
% 289.18/289.28 class_Groups_Oab__group__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ozero__neq__one,axiom,
% 289.18/289.28 class_Rings_Ozero__neq__one(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oordered__ring,axiom,
% 289.18/289.28 class_Rings_Oordered__ring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Orderings_Opreorder,axiom,
% 289.18/289.28 class_Orderings_Opreorder(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Orderings_Olinorder,axiom,
% 289.18/289.28 class_Orderings_Olinorder(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Omonoid__mult,axiom,
% 289.18/289.28 class_Groups_Omonoid__mult(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ocomm__ring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__ring__1(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Omonoid__add,axiom,
% 289.18/289.28 class_Groups_Omonoid__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Osemiring__0,axiom,
% 289.18/289.28 class_Rings_Osemiring__0(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Ogroup__add,axiom,
% 289.18/289.28 class_Groups_Ogroup__add(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Omult__zero,axiom,
% 289.18/289.28 class_Rings_Omult__zero(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Ocomm__ring,axiom,
% 289.18/289.28 class_Rings_Ocomm__ring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Orderings_Oorder,axiom,
% 289.18/289.28 class_Orderings_Oorder(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Int_Oring__char__0,axiom,
% 289.18/289.28 class_Int_Oring__char__0(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Osemiring,axiom,
% 289.18/289.28 class_Rings_Osemiring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Orderings_Oord,axiom,
% 289.18/289.28 class_Orderings_Oord(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Osgn__if,axiom,
% 289.18/289.28 class_Groups_Osgn__if(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oring__1,axiom,
% 289.18/289.28 class_Rings_Oring__1(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Fields_Ofield,axiom,
% 289.18/289.28 class_Fields_Ofield(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Power_Opower,axiom,
% 289.18/289.28 class_Power_Opower(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Ozero,axiom,
% 289.18/289.28 class_Groups_Ozero(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oring,axiom,
% 289.18/289.28 class_Rings_Oring(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Rings_Oidom,axiom,
% 289.18/289.28 class_Rings_Oidom(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_RealDef__Oreal__Groups_Oone,axiom,
% 289.18/289.28 class_Groups_Oone(tc_RealDef_Oreal) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom,
% 289.18/289.28 class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__div__algebra,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__div__algebra(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__algebra__1,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__algebra__1(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__algebra,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__algebra(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Ocancel__ab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__ab__semigroup__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Oring__1__no__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Oring__1__no__zero__divisors(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__RealVector_Oreal__normed__vector,axiom,
% 289.18/289.28 class_RealVector_Oreal__normed__vector(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Oring__no__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Oring__no__zero__divisors(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Ocancel__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Ocancel__semigroup__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Oab__semigroup__mult,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__mult(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Ocomm__monoid__mult,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__mult(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Oab__semigroup__add,axiom,
% 289.18/289.28 class_Groups_Oab__semigroup__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ono__zero__divisors,axiom,
% 289.18/289.28 class_Rings_Ono__zero__divisors(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Ocomm__monoid__add,axiom,
% 289.18/289.28 class_Groups_Ocomm__monoid__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ocomm__semiring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__1(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ocomm__semiring__0,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring__0(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__RealVector_Oreal__field,axiom,
% 289.18/289.28 class_RealVector_Oreal__field(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ocomm__semiring,axiom,
% 289.18/289.28 class_Rings_Ocomm__semiring(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Oab__group__add,axiom,
% 289.18/289.28 class_Groups_Oab__group__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ozero__neq__one,axiom,
% 289.18/289.28 class_Rings_Ozero__neq__one(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Omonoid__mult,axiom,
% 289.18/289.28 class_Groups_Omonoid__mult(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ocomm__ring__1,axiom,
% 289.18/289.28 class_Rings_Ocomm__ring__1(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Omonoid__add,axiom,
% 289.18/289.28 class_Groups_Omonoid__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Osemiring__0,axiom,
% 289.18/289.28 class_Rings_Osemiring__0(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Ogroup__add,axiom,
% 289.18/289.28 class_Groups_Ogroup__add(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Omult__zero,axiom,
% 289.18/289.28 class_Rings_Omult__zero(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Ocomm__ring,axiom,
% 289.18/289.28 class_Rings_Ocomm__ring(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Int_Oring__char__0,axiom,
% 289.18/289.28 class_Int_Oring__char__0(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Osemiring,axiom,
% 289.18/289.28 class_Rings_Osemiring(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Oring__1,axiom,
% 289.18/289.28 class_Rings_Oring__1(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Fields_Ofield,axiom,
% 289.18/289.28 class_Fields_Ofield(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Power_Opower,axiom,
% 289.18/289.28 class_Power_Opower(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Ozero,axiom,
% 289.18/289.28 class_Groups_Ozero(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Oring,axiom,
% 289.18/289.28 class_Rings_Oring(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Rings_Oidom,axiom,
% 289.18/289.28 class_Rings_Oidom(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Complex__Ocomplex__Groups_Oone,axiom,
% 289.18/289.28 class_Groups_Oone(tc_Complex_Ocomplex) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Oidom(T_1)
% 289.18/289.28 => class_Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduct(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oordered__cancel__ab__semigroup__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Oordered__cancel__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oordered__ab__semigroup__add__imp__le,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Oordered__ab__semigroup__add__imp__le(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__comm__semiring__strict,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__comm__semiring__strict(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__semiring__1__strict,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__semiring__1__strict(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__semiring__strict,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__semiring__strict(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oordered__ab__semigroup__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Oordered__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oordered__ab__group__add__abs,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Oordered__ab__group__add__abs(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oordered__comm__monoid__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Oordered__comm__monoid__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Olinordered__ab__group__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Olinordered__ab__group__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Ocancel__ab__semigroup__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Ocancel__comm__monoid__add(T_1)
% 289.18/289.28 => class_Groups_Ocancel__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oring__1__no__zero__divisors,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Oidom(T_1)
% 289.18/289.28 => class_Rings_Oring__1__no__zero__divisors(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oordered__cancel__semiring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Oordered__cancel__semiring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__ring__strict,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__ring__strict(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oring__no__zero__divisors,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Oidom(T_1)
% 289.18/289.28 => class_Rings_Oring__no__zero__divisors(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oordered__comm__semiring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Oordered__comm__semiring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__semiring__1,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__semiring__1(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oordered__ab__group__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Oordered__ab__group__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Ocancel__semigroup__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Ocancel__comm__monoid__add(T_1)
% 289.18/289.28 => class_Groups_Ocancel__semigroup__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__semiring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__semiring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__semidom,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__semidom(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oab__semigroup__mult,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__0(T_1)
% 289.18/289.28 => class_Groups_Oab__semigroup__mult(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Ocomm__monoid__mult,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__1(T_1)
% 289.18/289.28 => class_Groups_Ocomm__monoid__mult(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oab__semigroup__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Ocomm__monoid__add(T_1)
% 289.18/289.28 => class_Groups_Oab__semigroup__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oordered__semiring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Oordered__semiring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oordered__ring__abs,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Oordered__ring__abs(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ono__zero__divisors,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Oidom(T_1)
% 289.18/289.28 => class_Rings_Ono__zero__divisors(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Ocomm__monoid__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Ocomm__monoid__add(T_1)
% 289.18/289.28 => class_Groups_Ocomm__monoid__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__ring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__ring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Olinordered__idom,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Olinordered__idom(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ocomm__semiring__1,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__1(T_1)
% 289.18/289.28 => class_Rings_Ocomm__semiring__1(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ocomm__semiring__0,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__0(T_1)
% 289.18/289.28 => class_Rings_Ocomm__semiring__0(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Divides_Osemiring__div,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Fields_Ofield(T_1)
% 289.18/289.28 => class_Divides_Osemiring__div(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ocomm__semiring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__0(T_1)
% 289.18/289.28 => class_Rings_Ocomm__semiring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Oab__group__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Oab__group__add(T_1)
% 289.18/289.28 => class_Groups_Oab__group__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ozero__neq__one,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__1(T_1)
% 289.18/289.28 => class_Rings_Ozero__neq__one(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oordered__ring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Rings_Oordered__ring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Orderings_Opreorder,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Orderings_Opreorder(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Orderings_Olinorder,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Orderings_Olinorder(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Omonoid__mult,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__1(T_1)
% 289.18/289.28 => class_Groups_Omonoid__mult(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ocomm__ring__1,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__ring__1(T_1)
% 289.18/289.28 => class_Rings_Ocomm__ring__1(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Omonoid__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Ocomm__monoid__add(T_1)
% 289.18/289.28 => class_Groups_Omonoid__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Osemiring__0,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__0(T_1)
% 289.18/289.28 => class_Rings_Osemiring__0(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Ogroup__add,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Oab__group__add(T_1)
% 289.18/289.28 => class_Groups_Ogroup__add(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Divides_Oring__div,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Fields_Ofield(T_1)
% 289.18/289.28 => class_Divides_Oring__div(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Omult__zero,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__0(T_1)
% 289.18/289.28 => class_Rings_Omult__zero(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Ocomm__ring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__ring(T_1)
% 289.18/289.28 => class_Rings_Ocomm__ring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Orderings_Oorder,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Orderings_Oorder(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Int_Oring__char__0,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Int_Oring__char__0(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Osemiring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__0(T_1)
% 289.18/289.28 => class_Rings_Osemiring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Orderings_Oord,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Orderings_Oord(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Osgn__if,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Olinordered__idom(T_1)
% 289.18/289.28 => class_Groups_Osgn__if(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oring__1,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__ring__1(T_1)
% 289.18/289.28 => class_Rings_Oring__1(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Power_Opower,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Rings_Ocomm__semiring__1(T_1)
% 289.18/289.28 => class_Power_Opower(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Groups_Ozero,axiom,
% 289.18/289.28 ! [T_1] :
% 289.18/289.28 ( class_Groups_Ozero(T_1)
% 289.18/289.28 => class_Groups_Ozero(tc_Polynomial_Opoly(T_1)) ) ).
% 289.18/289.28
% 289.18/289.28 fof(arity_Polynomial__Opoly__Rings_Oring,axiom,
% 289.18/289.28 ! [T_1] :
% 289.44/289.28 ( class_Rings_Ocomm__ring(T_1)
% 289.44/289.28 => class_Rings_Oring(tc_Polynomial_Opoly(T_1)) ) ).
% 289.44/289.28
% 289.44/289.28 fof(arity_Polynomial__Opoly__Rings_Oidom,axiom,
% 289.44/289.28 ! [T_1] :
% 289.44/289.28 ( class_Rings_Oidom(T_1)
% 289.44/289.28 => class_Rings_Oidom(tc_Polynomial_Opoly(T_1)) ) ).
% 289.44/289.28
% 289.44/289.28 fof(arity_Polynomial__Opoly__Groups_Oone,axiom,
% 289.44/289.28 ! [T_1] :
% 289.44/289.28 ( class_Rings_Ocomm__semiring__1(T_1)
% 289.44/289.28 => class_Groups_Oone(tc_Polynomial_Opoly(T_1)) ) ).
% 289.44/289.28
% 289.44/289.28 %----Helper facts (2)
% 289.44/289.28 fof(help_c__fequal__1,axiom,
% 289.44/289.28 ! [V_y_2,V_x_2] :
% 289.44/289.28 ( ~ hBOOL(c_fequal(V_x_2,V_y_2))
% 289.44/289.28 | V_x_2 = V_y_2 ) ).
% 289.44/289.28
% 289.44/289.28 fof(help_c__fequal__2,axiom,
% 289.44/289.28 ! [V_y_2,V_x_2] :
% 289.44/289.28 ( V_x_2 != V_y_2
% 289.44/289.28 | hBOOL(c_fequal(V_x_2,V_y_2)) ) ).
% 289.44/289.28
% 289.44/289.28 %----Conjectures (1)
% 289.44/289.28 fof(conj_0,conjecture,
% 289.44/289.28 c_Orderings_Oord__class_Oless__eq(tc_RealDef_Oreal,v_r____,c_RealVector_Onorm__class_Onorm(tc_Complex_Ocomplex,v_z____)) ).
% 289.44/289.28
% 289.44/289.28 %------------------------------------------------------------------------------
% 289.44/289.28 %-------------------------------------------
% 289.44/289.28 % Proof found
% 289.44/289.28 % SZS status Theorem for theBenchmark
% 289.44/289.28 % SZS output start Proof
% 289.44/289.29 %ClaNum:2060(EqnAxiom:339)
% 289.44/289.29 %VarNum:10220(SingletonVarNum:3488)
% 289.44/289.29 %MaxLitNum:7
% 289.44/289.29 %MaxfuncDepth:6
% 289.44/289.29 %SharedTerms:271
% 289.44/289.29 %goalClause: 709
% 289.44/289.29 %singleGoalClaCount:1
% 289.44/289.29 [340]P1(a1)
% 289.44/289.29 [341]P1(a2)
% 289.44/289.29 [342]P1(a3)
% 289.44/289.29 [343]P1(a4)
% 289.44/289.29 [344]P2(a1)
% 289.44/289.29 [345]P2(a2)
% 289.44/289.29 [346]P2(a3)
% 289.44/289.29 [347]P2(a4)
% 289.44/289.29 [348]P3(a1)
% 289.44/289.29 [349]P3(a2)
% 289.44/289.29 [350]P3(a3)
% 289.44/289.29 [351]P35(a1)
% 289.44/289.29 [352]P35(a2)
% 289.44/289.29 [353]P35(a3)
% 289.44/289.29 [354]P35(a4)
% 289.44/289.29 [355]P36(a5)
% 289.44/289.29 [356]P36(a1)
% 289.44/289.29 [357]P37(a5)
% 289.44/289.29 [358]P37(a1)
% 289.44/289.29 [359]P4(a1)
% 289.44/289.29 [360]P4(a3)
% 289.44/289.29 [361]P42(a1)
% 289.44/289.29 [362]P42(a2)
% 289.44/289.29 [363]P42(a3)
% 289.44/289.29 [364]P5(a1)
% 289.44/289.29 [365]P5(a3)
% 289.44/289.29 [366]P28(a1)
% 289.44/289.29 [367]P28(a2)
% 289.44/289.29 [368]P28(a3)
% 289.44/289.29 [369]P32(a5)
% 289.44/289.29 [370]P32(a1)
% 289.44/289.29 [371]P32(a2)
% 289.44/289.29 [372]P32(a3)
% 289.44/289.29 [373]P6(a5)
% 289.44/289.29 [374]P6(a1)
% 289.44/289.29 [375]P6(a2)
% 289.44/289.29 [376]P6(a3)
% 289.44/289.29 [377]P7(a5)
% 289.44/289.29 [378]P7(a1)
% 289.44/289.29 [379]P7(a2)
% 289.44/289.29 [380]P7(a3)
% 289.44/289.29 [381]P8(a5)
% 289.44/289.29 [382]P8(a1)
% 289.44/289.29 [383]P8(a2)
% 289.44/289.29 [384]P8(a3)
% 289.44/289.29 [385]P24(a5)
% 289.44/289.29 [386]P24(a1)
% 289.44/289.29 [387]P24(a2)
% 289.44/289.29 [388]P24(a3)
% 289.44/289.29 [389]P21(a5)
% 289.44/289.29 [390]P21(a1)
% 289.44/289.29 [391]P21(a2)
% 289.44/289.29 [392]P21(a3)
% 289.44/289.29 [393]P25(a5)
% 289.44/289.29 [394]P25(a1)
% 289.44/289.29 [395]P25(a2)
% 289.44/289.29 [396]P25(a3)
% 289.44/289.29 [397]P29(a1)
% 289.44/289.29 [398]P29(a2)
% 289.44/289.29 [399]P29(a3)
% 289.44/289.29 [400]P30(a1)
% 289.44/289.29 [401]P30(a2)
% 289.44/289.29 [402]P30(a3)
% 289.44/289.29 [403]P53(a5)
% 289.44/289.29 [404]P53(a1)
% 289.44/289.29 [405]P53(a2)
% 289.44/289.29 [406]P53(a3)
% 289.44/289.29 [407]P43(a1)
% 289.44/289.29 [408]P43(a3)
% 289.44/289.29 [409]P71(a5)
% 289.44/289.29 [410]P71(a1)
% 289.44/289.29 [411]P71(a2)
% 289.44/289.29 [412]P71(a3)
% 289.44/289.29 [413]P44(a5)
% 289.44/289.29 [414]P44(a1)
% 289.44/289.29 [415]P44(a2)
% 289.44/289.29 [416]P44(a3)
% 289.44/289.29 [417]P54(a1)
% 289.44/289.29 [418]P54(a3)
% 289.44/289.29 [419]P56(a1)
% 289.44/289.29 [420]P56(a3)
% 289.44/289.29 [421]P27(a1)
% 289.44/289.29 [422]P27(a3)
% 289.44/289.29 [423]P9(a5)
% 289.44/289.29 [424]P9(a1)
% 289.44/289.29 [425]P9(a3)
% 289.44/289.29 [426]P38(a5)
% 289.44/289.29 [427]P38(a1)
% 289.44/289.29 [428]P19(a5)
% 289.44/289.29 [429]P19(a1)
% 289.44/289.29 [430]P19(a2)
% 289.44/289.29 [431]P19(a3)
% 289.44/289.29 [432]P41(a5)
% 289.44/289.29 [433]P41(a1)
% 289.44/289.29 [434]P63(a5)
% 289.44/289.29 [435]P63(a1)
% 289.44/289.29 [436]P63(a3)
% 289.44/289.29 [437]P51(a1)
% 289.44/289.29 [438]P51(a3)
% 289.44/289.29 [439]P49(a1)
% 289.44/289.29 [440]P49(a2)
% 289.44/289.29 [441]P49(a3)
% 289.44/289.29 [442]P57(a1)
% 289.44/289.29 [443]P57(a2)
% 289.44/289.29 [444]P57(a3)
% 289.44/289.29 [445]P52(a1)
% 289.44/289.29 [446]P52(a3)
% 289.44/289.29 [447]P55(a1)
% 289.44/289.29 [448]P55(a2)
% 289.44/289.29 [449]P55(a3)
% 289.44/289.29 [450]P66(a5)
% 289.44/289.29 [451]P66(a1)
% 289.44/289.29 [452]P66(a3)
% 289.44/289.29 [453]P22(a5)
% 289.44/289.29 [454]P22(a1)
% 289.44/289.29 [455]P22(a3)
% 289.44/289.29 [456]P59(a5)
% 289.44/289.29 [457]P59(a1)
% 289.44/289.29 [458]P59(a2)
% 289.44/289.29 [459]P59(a3)
% 289.44/289.29 [460]P67(a5)
% 289.44/289.29 [461]P67(a1)
% 289.44/289.29 [462]P67(a3)
% 289.44/289.29 [463]P60(a5)
% 289.44/289.29 [464]P60(a1)
% 289.44/289.29 [465]P60(a2)
% 289.44/289.29 [466]P60(a3)
% 289.44/289.29 [467]P31(a1)
% 289.44/289.29 [468]P31(a2)
% 289.44/289.29 [469]P31(a3)
% 289.44/289.29 [470]P45(a5)
% 289.44/289.29 [471]P45(a1)
% 289.44/289.29 [472]P45(a2)
% 289.44/289.29 [473]P45(a3)
% 289.44/289.29 [474]P69(a5)
% 289.44/289.29 [475]P69(a1)
% 289.44/289.29 [476]P69(a2)
% 289.44/289.29 [477]P69(a3)
% 289.44/289.29 [478]P26(a5)
% 289.44/289.29 [479]P26(a1)
% 289.44/289.29 [480]P26(a2)
% 289.44/289.29 [481]P26(a3)
% 289.44/289.29 [482]P23(a5)
% 289.44/289.29 [483]P23(a1)
% 289.44/289.29 [484]P23(a2)
% 289.44/289.29 [485]P23(a3)
% 289.44/289.29 [486]P33(a1)
% 289.44/289.29 [487]P33(a3)
% 289.44/289.29 [488]P58(a1)
% 289.44/289.29 [489]P58(a3)
% 289.44/289.29 [490]P61(a1)
% 289.44/289.29 [491]P61(a2)
% 289.44/289.29 [492]P61(a3)
% 289.44/289.29 [493]P64(a1)
% 289.44/289.29 [494]P64(a2)
% 289.44/289.29 [495]P64(a3)
% 289.44/289.29 [496]P62(a1)
% 289.44/289.29 [497]P62(a2)
% 289.44/289.29 [498]P62(a3)
% 289.44/289.29 [499]P65(a1)
% 289.44/289.29 [500]P65(a3)
% 289.44/289.29 [501]P48(a5)
% 289.44/289.29 [502]P48(a1)
% 289.44/289.29 [503]P48(a2)
% 289.44/289.29 [504]P48(a3)
% 289.44/289.29 [505]P34(a5)
% 289.44/289.29 [506]P34(a1)
% 289.44/289.29 [507]P34(a3)
% 289.44/289.29 [508]P50(a5)
% 289.44/289.29 [509]P50(a1)
% 289.44/289.29 [510]P50(a3)
% 289.44/289.29 [511]P46(a5)
% 289.44/289.29 [512]P46(a1)
% 289.44/289.29 [513]P46(a3)
% 289.44/289.29 [514]P39(a5)
% 289.44/289.29 [515]P39(a1)
% 289.44/289.29 [516]P39(a2)
% 289.44/289.29 [517]P39(a3)
% 289.44/289.29 [518]P68(a5)
% 289.44/289.29 [519]P68(a1)
% 289.44/289.29 [520]P68(a3)
% 289.44/289.29 [521]P70(a5)
% 289.44/289.29 [522]P70(a1)
% 289.44/289.29 [523]P70(a2)
% 289.44/289.29 [524]P70(a3)
% 289.44/289.29 [525]P47(a5)
% 289.44/289.29 [526]P47(a1)
% 289.44/289.29 [527]P47(a3)
% 289.44/289.29 [528]P10(a2)
% 289.44/289.29 [529]P10(a3)
% 289.44/289.29 [530]P18(a5)
% 289.44/289.29 [531]P18(a1)
% 289.44/289.29 [532]P11(a3)
% 289.44/289.29 [533]P40(a5)
% 289.44/289.29 [534]P40(a1)
% 289.44/289.29 [535]P20(a5)
% 289.44/289.29 [536]P20(a1)
% 289.44/289.29 [537]P20(a2)
% 289.44/289.29 [538]P20(a3)
% 289.44/289.29 [578]P12(a3,f6(a3),f7(a3))
% 289.44/289.29 [579]P13(a3,f6(a3),f7(a3))
% 289.44/289.29 [689]~E(f6(a5),a11)
% 289.44/289.29 [690]~E(f7(a5),a11)
% 289.44/289.29 [691]~E(f7(a1),f6(a1))
% 289.44/289.29 [692]~E(f7(a3),f6(a3))
% 289.44/289.29 [709]~P12(a1,a113,f33(a5,a120))
% 289.44/289.29 [539]E(f20(f6(a1)),f6(a2))
% 289.44/289.29 [540]E(f20(f7(a1)),f7(a2))
% 289.44/289.29 [541]E(f30(f6(a1)),f6(a2))
% 289.44/289.29 [542]E(f30(f7(a1)),f7(a2))
% 289.44/289.29 [543]E(f31(f7(a1)),f6(a1))
% 289.44/289.29 [544]E(f8(f6(a5)),f7(a5))
% 289.44/289.29 [545]E(f32(a2,f6(a2)),f6(a1))
% 289.44/289.29 [546]E(f32(a2,f7(a2)),f7(a1))
% 289.44/289.29 [616]P12(a1,f18(a1,f7(a1),f12(a1,a113)),f33(a5,a120))
% 289.44/289.29 [693]~E(f6(f112(a5)),a114)
% 289.44/289.29 [694]~E(f6(f112(a5)),a115)
% 289.44/289.29 [702]~E(f23(a5,a116,a115),f6(f112(a5)))
% 289.44/289.29 [592]E(f32(a2,f18(a2,f6(a2),f7(a2))),f7(a1))
% 289.44/289.29 [556]P12(a1,x5561,x5561)
% 289.44/289.29 [557]P12(a2,x5571,x5571)
% 289.44/289.29 [558]P12(a3,x5581,x5581)
% 289.44/289.29 [696]~P13(a2,x6961,x6961)
% 289.44/289.29 [548]E(f12(a1,x5481),f33(a1,x5481))
% 289.44/289.29 [563]E(f16(a2,x5631,x5631),f6(a2))
% 289.44/289.29 [564]E(f13(a3,x5641,x5641),f6(a3))
% 289.44/289.29 [566]P12(a2,f6(a2),x5661)
% 289.44/289.29 [583]P12(a1,f6(a1),f32(a2,x5831))
% 289.44/289.29 [699]~P13(a2,x6991,f6(a2))
% 289.44/289.29 [710]~P13(a1,f32(a2,x7101),f6(a1))
% 289.44/289.29 [547]E(f10(f6(a1),x5471),f6(a5))
% 289.44/289.29 [549]E(f20(f32(a2,x5491)),x5491)
% 289.44/289.29 [550]E(f30(f32(a2,x5501)),x5501)
% 289.44/289.29 [551]E(f12(a1,f32(a2,x5511)),f32(a2,x5511))
% 289.44/289.29 [552]E(f35(f35(f17(a2),x5521),f7(a2)),x5521)
% 289.44/289.29 [553]E(f35(f35(f17(a3),x5531),f7(a3)),x5531)
% 289.44/289.29 [555]E(f35(f35(f17(a2),x5551),f6(a2)),f6(a2))
% 289.44/289.29 [567]E(f18(a2,x5671,f6(a2)),x5671)
% 289.44/289.29 [568]E(f18(a3,x5681,f6(a3)),x5681)
% 289.44/289.29 [569]E(f16(a2,x5691,f6(a2)),x5691)
% 289.44/289.29 [570]E(f13(a3,x5701,f6(a3)),x5701)
% 289.44/289.29 [571]E(f18(a2,f6(a2),x5711),x5711)
% 289.44/289.29 [572]E(f18(a3,f6(a3),x5721),x5721)
% 289.44/289.29 [573]E(f14(a3,x5731,f6(a3)),f6(a3))
% 289.44/289.29 [574]E(f16(a2,f6(a2),x5741),f6(a2))
% 289.44/289.29 [575]E(f14(a3,f6(a3),x5751),f6(a3))
% 289.44/289.29 [576]E(f13(a3,f6(a3),x5761),f6(a3))
% 289.44/289.29 [585]P12(a1,x5851,f32(a2,f20(x5851)))
% 289.44/289.29 [603]P13(a2,x6031,f18(a2,x6031,f7(a2)))
% 289.44/289.29 [604]P13(a2,f6(a2),f18(a2,x6041,f7(a2)))
% 289.44/289.29 [611]P13(a1,f16(a1,x6111,f7(a1)),f32(a2,f30(x6111)))
% 289.44/289.29 [613]P13(a1,f6(a1),f18(a1,f7(a1),f12(a1,x6131)))
% 289.44/289.29 [617]P13(a1,x6171,f18(a1,f32(a2,f30(x6171)),f7(a1)))
% 289.44/289.29 [701]~E(f18(a2,x7011,f7(a2)),x7011)
% 289.44/289.29 [708]~E(f18(a2,x7081,f7(a2)),f6(a2))
% 289.44/289.29 [713]~P12(a2,f18(a2,x7131,f7(a2)),x7131)
% 289.44/289.29 [715]~P13(a1,f18(a1,f12(a1,x7151),f7(a1)),x7151)
% 289.44/289.29 [559]E(f35(f35(f17(a1),f7(a1)),x5591),x5591)
% 289.44/289.29 [560]E(f35(f35(f17(a2),f7(a2)),x5601),x5601)
% 289.44/289.29 [561]E(f35(f35(f17(a3),f7(a3)),x5611),x5611)
% 289.44/289.29 [562]E(f35(f35(f17(a2),f6(a2)),x5621),f6(a2))
% 289.44/289.29 [593]P12(a2,x5931,f35(f35(f17(a2),x5931),x5931))
% 289.44/289.29 [606]E(f14(a2,x6061,f18(a2,f6(a2),f7(a2))),x6061)
% 289.44/289.29 [607]E(f13(a2,x6071,f18(a2,f6(a2),f7(a2))),f6(a2))
% 289.44/289.29 [612]E(f18(a1,f32(a2,x6121),f7(a1)),f32(a2,f18(a2,x6121,f7(a2))))
% 289.44/289.29 [621]P13(a1,f6(a1),f32(a2,f18(a2,x6211,f7(a2))))
% 289.44/289.29 [714]~E(f18(a3,f18(a3,f7(a3),x7141),x7141),f6(a3))
% 289.44/289.29 [636]P12(a2,x6361,f35(f35(f17(a2),x6361),f35(f35(f17(a2),x6361),x6361)))
% 289.44/289.29 [641]E(f35(f35(f21(a2),f18(a2,f6(a2),f7(a2))),x6411),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [584]P13(a1,f6(a1),f36(x5841,x5842))
% 289.44/289.29 [589]E(f18(a2,x5891,x5892),f18(a2,x5892,x5891))
% 289.44/289.29 [590]E(f18(a3,x5901,x5902),f18(a3,x5902,x5901))
% 289.44/289.29 [594]P12(a2,x5941,f18(a2,x5942,x5941))
% 289.44/289.29 [595]P12(a2,x5951,f18(a2,x5951,x5952))
% 289.44/289.29 [596]P12(a2,f16(a2,x5961,x5962),x5961)
% 289.44/289.29 [597]P12(a2,f14(a2,x5971,x5972),x5971)
% 289.44/289.29 [598]P12(a2,f13(a2,x5981,x5982),x5981)
% 289.44/289.29 [711]~P13(a2,f18(a2,x7111,x7112),x7112)
% 289.44/289.29 [712]~P13(a2,f18(a2,x7121,x7122),x7121)
% 289.44/289.29 [554]E(f33(a5,f10(x5541,x5542)),f12(a1,x5541))
% 289.44/289.29 [599]E(f16(a2,f18(a2,x5991,x5992),x5992),x5991)
% 289.44/289.29 [600]E(f16(a2,f18(a2,x6001,x6002),x6001),x6002)
% 289.44/289.29 [601]E(f16(a2,x6011,f18(a2,x6011,x6012)),f6(a2))
% 289.44/289.29 [602]E(f14(a3,f13(a3,x6021,x6022),x6022),f6(a3))
% 289.44/289.29 [608]E(f35(f35(f17(a5),f8(x6081)),f8(x6082)),f8(f18(a5,x6081,x6082)))
% 289.44/289.29 [614]E(f18(a1,f32(a2,x6141),f32(a2,x6142)),f32(a2,f18(a2,x6141,x6142)))
% 289.44/289.29 [620]P13(a2,f16(a2,x6201,x6202),f18(a2,x6201,f7(a2)))
% 289.44/289.29 [624]E(f35(f35(f17(a2),x6241),f14(a2,x6242,x6241)),f16(a2,x6242,f13(a2,x6242,x6241)))
% 289.44/289.29 [625]E(f35(f35(f17(a3),x6251),f14(a3,x6252,x6251)),f16(a3,x6252,f13(a3,x6252,x6251)))
% 289.44/289.29 [646]P13(a2,x6461,f18(a2,f18(a2,x6462,x6461),f7(a2)))
% 289.44/289.29 [647]P13(a2,x6471,f18(a2,f18(a2,x6471,x6472),f7(a2)))
% 289.44/289.29 [657]E(f18(a3,f35(f35(f17(a3),x6571),f14(a3,x6572,x6571)),f13(a3,x6572,x6571)),x6572)
% 289.44/289.29 [659]P12(a1,f32(a2,f14(a2,x6591,x6592)),f34(a1,f32(a2,x6591),f32(a2,x6592)))
% 289.44/289.29 [674]P12(a1,f33(a5,x6741),f18(a1,f33(a5,f18(a5,x6741,x6742)),f33(a5,x6742)))
% 289.44/289.29 [675]P12(a1,f16(a1,f33(a5,f18(a5,x6751,x6752)),f33(a5,x6751)),f33(a5,x6752))
% 289.44/289.29 [586]E(f35(f35(f17(a1),x5861),x5862),f35(f35(f17(a1),x5862),x5861))
% 289.44/289.29 [587]E(f35(f35(f17(a2),x5871),x5872),f35(f35(f17(a2),x5872),x5871))
% 289.44/289.29 [588]E(f35(f35(f17(a3),x5881),x5882),f35(f35(f17(a3),x5882),x5881))
% 289.44/289.29 [618]P12(a3,f6(a3),f35(f35(f21(a3),f12(a3,x6181)),x6182))
% 289.44/289.29 [635]E(f18(a2,f18(a2,x6351,f7(a2)),x6352),f18(a2,f18(a2,x6351,x6352),f7(a2)))
% 289.44/289.29 [637]E(f16(a2,f16(a2,x6371,f7(a2)),x6372),f16(a2,x6371,f18(a2,x6372,f7(a2))))
% 289.44/289.29 [638]E(f18(a2,f18(a2,x6381,f7(a2)),x6382),f18(a2,x6381,f18(a2,x6382,f7(a2))))
% 289.44/289.29 [656]E(f35(f35(f17(a2),f14(a2,x6561,x6562)),x6562),f16(a2,x6561,f13(a2,x6561,x6562)))
% 289.44/289.29 [670]E(f13(a2,f18(a2,f13(a2,x6701,x6702),f7(a2)),x6702),f13(a2,f18(a2,x6701,f7(a2)),x6702))
% 289.44/289.29 [610]E(f35(f35(f21(a1),f32(a2,x6101)),x6102),f32(a2,f35(f35(f21(a2),x6101),x6102)))
% 289.44/289.29 [615]E(f35(f35(f17(a1),f32(a2,x6151)),f32(a2,x6152)),f32(a2,f35(f35(f17(a2),x6151),x6152)))
% 289.44/289.29 [622]E(f35(f35(f17(a2),x6221),f18(a2,x6222,f7(a2))),f18(a2,x6221,f35(f35(f17(a2),x6221),x6222)))
% 289.44/289.29 [655]E(f35(f35(f17(a2),f18(a2,x6551,f7(a2))),x6552),f18(a2,x6552,f35(f35(f17(a2),x6551),x6552)))
% 289.44/289.29 [671]E(f16(a2,x6711,f35(f35(f17(a2),f14(a2,x6711,x6712)),x6712)),f13(a2,x6711,x6712))
% 289.44/289.29 [672]E(f16(a3,x6721,f35(f35(f17(a3),f14(a3,x6721,x6722)),x6722)),f13(a3,x6721,x6722))
% 289.44/289.29 [685]E(f35(f35(f17(a5),f9(x6851)),f9(f35(f35(f17(a1),f32(a2,x6852)),x6851))),f9(f35(f35(f17(a1),f32(a2,f18(a2,x6852,f7(a2)))),x6851)))
% 289.44/289.29 [688]E(f18(a2,f18(a2,f14(a2,x6881,x6882),f14(a2,f18(a2,f6(a2),f7(a2)),x6882)),f14(a2,f18(a2,f13(a2,x6881,x6882),f13(a2,f18(a2,f6(a2),f7(a2)),x6882)),x6882)),f14(a2,f18(a2,x6881,f7(a2)),x6882))
% 289.44/289.29 [626]E(f18(a2,x6261,f18(a2,x6262,x6263)),f18(a2,x6262,f18(a2,x6261,x6263)))
% 289.44/289.29 [627]E(f18(a3,x6271,f18(a3,x6272,x6273)),f18(a3,x6272,f18(a3,x6271,x6273)))
% 289.44/289.29 [628]E(f18(a2,f18(a2,x6281,x6282),x6283),f18(a2,x6281,f18(a2,x6282,x6283)))
% 289.44/289.29 [629]E(f18(a3,f18(a3,x6291,x6292),x6293),f18(a3,x6291,f18(a3,x6292,x6293)))
% 289.44/289.29 [630]E(f16(a2,f16(a2,x6301,x6302),x6303),f16(a2,x6301,f18(a2,x6302,x6303)))
% 289.44/289.29 [631]E(f16(a2,f16(a2,x6311,x6312),x6313),f16(a2,f16(a2,x6311,x6313),x6312))
% 289.44/289.29 [632]E(f16(a2,f18(a2,x6321,x6322),f18(a2,x6323,x6322)),f16(a2,x6321,x6323))
% 289.44/289.29 [633]E(f16(a2,f18(a2,x6331,x6332),f18(a2,x6331,x6333)),f16(a2,x6332,x6333))
% 289.44/289.29 [668]E(f13(a3,f16(a3,x6681,f13(a3,x6682,x6683)),x6683),f13(a3,f16(a3,x6681,x6682),x6683))
% 289.44/289.29 [669]E(f13(a3,f16(a3,f13(a3,x6691,x6692),x6693),x6692),f13(a3,f16(a3,x6691,x6693),x6692))
% 289.44/289.29 [673]E(f16(a2,f16(a2,f18(a2,x6731,f7(a2)),x6732),f18(a2,x6733,f7(a2))),f16(a2,f16(a2,x6731,x6732),x6733))
% 289.44/289.29 [677]E(f13(a2,f18(a2,f18(a2,f35(f35(f17(a2),x6771),x6772),x6773),f7(a2)),x6772),f13(a2,f18(a2,x6773,f7(a2)),x6772))
% 289.44/289.29 [680]E(f18(a3,f18(a3,f35(f35(f17(a3),x6801),f14(a3,x6802,x6801)),f13(a3,x6802,x6801)),x6803),f18(a3,x6802,x6803))
% 289.44/289.29 [684]E(f18(a3,f18(a3,f35(f35(f17(a3),f14(a3,x6841,x6842)),x6842),f13(a3,x6841,x6842)),x6843),f18(a3,x6841,x6843))
% 289.44/289.29 [623]E(f14(a2,x6231,f35(f35(f17(a2),x6232),x6233)),f14(a2,f14(a2,x6231,x6232),x6233))
% 289.44/289.29 [648]E(f18(a2,f35(f35(f17(a2),x6481),x6482),f35(f35(f17(a2),x6481),x6483)),f35(f35(f17(a2),x6481),f18(a2,x6482,x6483)))
% 289.44/289.29 [649]E(f16(a2,f35(f35(f17(a2),x6491),x6492),f35(f35(f17(a2),x6491),x6493)),f35(f35(f17(a2),x6491),f16(a2,x6492,x6493)))
% 289.44/289.29 [650]E(f13(a2,f35(f35(f17(a2),x6501),x6502),f35(f35(f17(a2),x6501),x6503)),f35(f35(f17(a2),x6501),f13(a2,x6502,x6503)))
% 289.44/289.29 [651]E(f18(a3,f35(f35(f17(a3),x6511),x6512),f35(f35(f17(a3),x6511),x6513)),f35(f35(f17(a3),x6511),f18(a3,x6512,x6513)))
% 289.44/289.29 [652]E(f16(a3,f35(f35(f17(a3),x6521),x6522),f35(f35(f17(a3),x6521),x6523)),f35(f35(f17(a3),x6521),f16(a3,x6522,x6523)))
% 289.44/289.29 [653]E(f10(f35(f35(f21(a1),x6531),x6532),f35(f35(f17(a1),f32(a2,x6532)),x6533)),f35(f35(f21(a5),f10(x6531,x6533)),x6532))
% 289.44/289.29 [658]E(f35(f35(f17(a3),f35(f35(f21(a3),x6581),x6582)),f35(f35(f21(a3),x6581),x6583)),f35(f35(f21(a3),x6581),f18(a2,x6582,x6583)))
% 289.44/289.29 [660]E(f18(a1,f35(f35(f17(a1),x6601),x6602),f35(f35(f17(a1),x6603),x6602)),f35(f35(f17(a1),f18(a1,x6601,x6603)),x6602))
% 289.44/289.29 [661]E(f18(a2,f35(f35(f17(a2),x6611),x6612),f35(f35(f17(a2),x6613),x6612)),f35(f35(f17(a2),f18(a2,x6611,x6613)),x6612))
% 289.44/289.29 [662]E(f16(a2,f35(f35(f17(a2),x6621),x6622),f35(f35(f17(a2),x6623),x6622)),f35(f35(f17(a2),f16(a2,x6621,x6623)),x6622))
% 289.44/289.29 [663]E(f13(a2,f35(f35(f17(a2),x6631),x6632),f35(f35(f17(a2),x6633),x6632)),f35(f35(f17(a2),f13(a2,x6631,x6633)),x6632))
% 289.44/289.29 [664]E(f18(a3,f35(f35(f17(a3),x6641),x6642),f35(f35(f17(a3),x6643),x6642)),f35(f35(f17(a3),f18(a3,x6641,x6643)),x6642))
% 289.44/289.29 [665]E(f16(a3,f35(f35(f17(a3),x6651),x6652),f35(f35(f17(a3),x6653),x6652)),f35(f35(f17(a3),f16(a3,x6651,x6653)),x6652))
% 289.44/289.29 [667]E(f13(a3,f35(f35(f17(a3),x6671),f13(a3,x6672,x6673)),x6673),f13(a3,f35(f35(f17(a3),x6671),x6672),x6673))
% 289.44/289.29 [676]E(f13(a3,f35(f35(f21(a3),f13(a3,x6761,x6762)),x6763),x6762),f13(a3,f35(f35(f21(a3),x6761),x6763),x6762))
% 289.44/289.29 [681]E(f18(a2,f35(f35(f17(a2),x6811),f13(a2,f14(a2,x6812,x6811),x6813)),f13(a2,x6812,x6811)),f13(a2,x6812,f35(f35(f17(a2),x6811),x6813)))
% 289.44/289.29 [682]E(f18(a2,f35(f35(f17(a2),x6821),f14(a2,x6822,x6823)),f14(a2,f35(f35(f17(a2),x6821),f13(a2,x6822,x6823)),x6823)),f14(a2,f35(f35(f17(a2),x6821),x6822),x6823))
% 289.44/289.29 [683]E(f18(a3,f35(f35(f17(a3),x6831),f14(a3,x6832,x6833)),f14(a3,f35(f35(f17(a3),x6831),f13(a3,x6832,x6833)),x6833)),f14(a3,f35(f35(f17(a3),x6831),x6832),x6833))
% 289.44/289.29 [686]E(f18(a2,f18(a2,f14(a2,x6861,x6862),f14(a2,x6863,x6862)),f14(a2,f18(a2,f13(a2,x6861,x6862),f13(a2,x6863,x6862)),x6862)),f14(a2,f18(a2,x6861,x6863),x6862))
% 289.44/289.29 [687]E(f18(a3,f18(a3,f14(a3,x6871,x6872),f14(a3,x6873,x6872)),f14(a3,f18(a3,f13(a3,x6871,x6872),f13(a3,x6873,x6872)),x6872)),f14(a3,f18(a3,x6871,x6873),x6872))
% 289.44/289.29 [642]E(f35(f35(f17(a1),f35(f35(f17(a1),x6421),x6422)),x6423),f35(f35(f17(a1),x6421),f35(f35(f17(a1),x6422),x6423)))
% 289.44/289.29 [643]E(f35(f35(f17(a2),f35(f35(f17(a2),x6431),x6432)),x6433),f35(f35(f17(a2),x6431),f35(f35(f17(a2),x6432),x6433)))
% 289.44/289.29 [644]E(f35(f35(f17(a3),f35(f35(f17(a3),x6441),x6442)),x6443),f35(f35(f17(a3),x6441),f35(f35(f17(a3),x6442),x6443)))
% 289.44/289.29 [645]E(f35(f35(f21(a3),f35(f35(f21(a3),x6451),x6452)),x6453),f35(f35(f21(a3),x6451),f35(f35(f17(a2),x6452),x6453)))
% 289.44/289.29 [654]E(f13(a2,f18(a2,f35(f35(f17(a2),x6541),x6542),x6543),x6542),f13(a2,x6543,x6542))
% 289.44/289.29 [619]E(f35(f35(f22(x6191,x6192,x6193),x6194),f6(a2)),x6192)
% 289.44/289.29 [640]E(f10(f35(f35(f17(a1),x6401),x6402),f18(a1,x6403,x6404)),f35(f35(f17(a5),f10(x6401,x6403)),f10(x6402,x6404)))
% 289.44/289.29 [679]E(f18(a2,f35(f35(f17(a2),x6791),x6792),f18(a2,f35(f35(f17(a2),x6793),x6792),x6794)),f18(a2,f35(f35(f17(a2),f18(a2,x6791,x6793)),x6792),x6794))
% 289.44/289.29 [678]E(f35(f35(f22(x6781,x6782,x6783),x6784),f18(a2,x6785,f7(a2))),f35(f35(x6783,x6784),f35(f35(f22(x6781,x6782,x6783),x6784),x6785)))
% 289.44/289.29 [716]~P43(x7161)+P1(f112(x7161))
% 289.44/289.29 [717]~P43(x7171)+P2(f112(x7171))
% 289.44/289.29 [718]~P43(x7181)+P3(f112(x7181))
% 289.44/289.29 [719]~P43(x7191)+P35(f112(x7191))
% 289.44/289.29 [720]~P43(x7201)+P4(f112(x7201))
% 289.44/289.29 [721]~P43(x7211)+P42(f112(x7211))
% 289.44/289.29 [722]~P43(x7221)+P5(f112(x7221))
% 289.44/289.29 [723]~P43(x7231)+P28(f112(x7231))
% 289.44/289.29 [724]~P32(x7241)+P32(f112(x7241))
% 289.44/289.29 [725]~P20(x7251)+P6(f112(x7251))
% 289.44/289.29 [726]~P20(x7261)+P7(f112(x7261))
% 289.44/289.29 [727]~P21(x7271)+P8(f112(x7271))
% 289.44/289.29 [728]~P44(x7281)+P24(f112(x7281))
% 289.44/289.29 [729]~P21(x7291)+P21(f112(x7291))
% 289.44/289.29 [730]~P21(x7301)+P25(f112(x7301))
% 289.44/289.29 [731]~P43(x7311)+P29(f112(x7311))
% 289.44/289.29 [732]~P43(x7321)+P30(f112(x7321))
% 289.44/289.29 [733]~P44(x7331)+P53(f112(x7331))
% 289.44/289.29 [734]~P43(x7341)+P43(f112(x7341))
% 289.44/289.29 [735]~P50(x7351)+P71(f112(x7351))
% 289.44/289.29 [736]~P44(x7361)+P44(f112(x7361))
% 289.44/289.29 [737]~P43(x7371)+P54(f112(x7371))
% 289.44/289.29 [738]~P43(x7381)+P56(f112(x7381))
% 289.44/289.29 [739]~P43(x7391)+P27(f112(x7391))
% 289.44/289.29 [740]~P9(x7401)+P9(f112(x7401))
% 289.44/289.29 [741]~P48(x7411)+P19(f112(x7411))
% 289.44/289.29 [742]~P46(x7421)+P63(f112(x7421))
% 289.44/289.29 [743]~P43(x7431)+P51(f112(x7431))
% 289.44/289.29 [744]~P43(x7441)+P49(f112(x7441))
% 289.44/289.29 [745]~P43(x7451)+P57(f112(x7451))
% 289.44/289.29 [746]~P43(x7461)+P52(f112(x7461))
% 289.44/289.29 [747]~P43(x7471)+P55(f112(x7471))
% 289.44/289.29 [748]~P47(x7481)+P66(f112(x7481))
% 289.44/289.29 [749]~P9(x7491)+P22(f112(x7491))
% 289.44/289.29 [750]~P48(x7501)+P59(f112(x7501))
% 289.44/289.29 [751]~P50(x7511)+P67(f112(x7511))
% 289.44/289.29 [752]~P50(x7521)+P60(f112(x7521))
% 289.44/289.29 [753]~P43(x7531)+P31(f112(x7531))
% 289.44/289.29 [754]~P48(x7541)+P45(f112(x7541))
% 289.44/289.29 [755]~P48(x7551)+P69(f112(x7551))
% 289.44/289.29 [756]~P44(x7561)+P26(f112(x7561))
% 289.44/289.29 [757]~P44(x7571)+P23(f112(x7571))
% 289.44/289.29 [758]~P43(x7581)+P33(f112(x7581))
% 289.44/289.29 [759]~P43(x7591)+P58(f112(x7591))
% 289.44/289.29 [760]~P43(x7601)+P61(f112(x7601))
% 289.44/289.29 [761]~P43(x7611)+P64(f112(x7611))
% 289.44/289.29 [762]~P43(x7621)+P62(f112(x7621))
% 289.44/289.29 [763]~P43(x7631)+P65(f112(x7631))
% 289.44/289.29 [764]~P48(x7641)+P48(f112(x7641))
% 289.44/289.29 [765]~P43(x7651)+P34(f112(x7651))
% 289.44/289.29 [766]~P50(x7661)+P50(f112(x7661))
% 289.44/289.29 [767]~P46(x7671)+P46(f112(x7671))
% 289.44/289.29 [768]~P44(x7681)+P39(f112(x7681))
% 289.44/289.29 [769]~P50(x7691)+P68(f112(x7691))
% 289.44/289.29 [770]~P48(x7701)+P70(f112(x7701))
% 289.44/289.29 [771]~P47(x7711)+P47(f112(x7711))
% 289.44/289.29 [772]~P18(x7721)+P10(f112(x7721))
% 289.44/289.29 [773]~P18(x7731)+P11(f112(x7731))
% 289.44/289.29 [774]~P20(x7741)+P20(f112(x7741))
% 289.44/289.29 [776]~P53(x7761)+~E(f7(x7761),f6(x7761))
% 289.44/289.29 [777]~E(x7771,f6(a2))+E(f32(a2,x7771),f6(a1))
% 289.44/289.29 [778]E(x7781,f6(a2))+~E(f32(a2,x7781),f6(a1))
% 289.44/289.29 [813]E(x8131,f6(a3))+E(f14(a3,x8131,x8131),f7(a3))
% 289.44/289.29 [817]E(x8171,f6(a2))+P13(a2,f6(a2),x8171)
% 289.44/289.29 [853]~P38(x8531)+P12(a1,f6(a1),f40(x8531))
% 289.44/289.29 [854]~P38(x8541)+P13(a1,f6(a1),f44(x8541))
% 289.44/289.29 [872]~P42(x8721)+P12(x8721,f6(x8721),f7(x8721))
% 289.44/289.29 [873]~P42(x8731)+P13(x8731,f6(x8731),f7(x8731))
% 289.44/289.29 [888]~E(x8881,f6(a2))+P12(a1,f32(a2,x8881),f6(a1))
% 289.44/289.29 [889]~E(x8891,f6(a3))+P13(a3,f12(a3,x8891),f7(a3))
% 289.44/289.29 [915]E(x9151,f6(a2))+~P12(a2,x9151,f6(a2))
% 289.44/289.29 [920]E(f20(x9201),f6(a2))+~P12(a1,x9201,f6(a1))
% 289.44/289.29 [921]E(f30(x9211),f6(a2))+~P12(a1,x9211,f6(a1))
% 289.44/289.29 [948]~P13(a1,f6(a1),x9481)+E(f19(a1,x9481),f7(a1))
% 289.44/289.29 [966]~P42(x9661)+~P12(x9661,f7(x9661),f6(x9661))
% 289.44/289.29 [967]~P42(x9671)+~P13(x9671,f7(x9671),f6(x9671))
% 289.44/289.29 [996]E(x9961,f6(a2))+~P12(a1,f32(a2,x9961),f6(a1))
% 289.44/289.29 [997]E(x9971,f6(a3))+~P13(a3,f12(a3,x9971),f7(a3))
% 289.44/289.29 [1029]~P13(a3,f6(a3),x10291)+P12(a3,f7(a3),x10291)
% 289.44/289.29 [1030]~P12(a3,f7(a3),x10301)+P13(a3,f6(a3),x10301)
% 289.44/289.29 [1032]P13(a1,f31(x10321),x10321)+~P13(a1,f6(a1),x10321)
% 289.44/289.29 [1058]~P12(a1,x10581,f7(a1))+P12(a2,f20(x10581),f7(a2))
% 289.44/289.29 [1059]~P12(a1,f7(a1),x10591)+P12(a1,f6(a1),f31(x10591))
% 289.44/289.29 [1060]~P12(a1,f7(a1),x10601)+P12(a2,f7(a2),f30(x10601))
% 289.44/289.29 [1061]~P13(a1,f7(a1),x10611)+P13(a1,f6(a1),f31(x10611))
% 289.44/289.29 [1067]~P12(a2,f20(x10671),f7(a2))+P12(a1,x10671,f7(a1))
% 289.44/289.29 [1068]~P12(a2,f7(a2),f30(x10681))+P12(a1,f7(a1),x10681)
% 289.44/289.29 [1076]~P13(a2,f6(a2),x10761)+P13(a1,f6(a1),f32(a2,x10761))
% 289.44/289.29 [1124]P13(a2,f6(a2),x11241)+~P13(a1,f6(a1),f32(a2,x11241))
% 289.44/289.29 [779]~P36(x7791)+E(f33(x7791,f6(x7791)),f6(a1))
% 289.44/289.29 [780]~P37(x7801)+E(f33(x7801,f7(x7801)),f7(a1))
% 289.44/289.29 [781]~P4(x7811)+E(f12(x7811,f6(x7811)),f6(x7811))
% 289.44/289.29 [782]~P43(x7821)+E(f12(x7821,f7(x7821)),f7(x7821))
% 289.44/289.29 [783]~P36(x7831)+E(f19(x7831,f6(x7831)),f6(x7831))
% 289.44/289.29 [784]~P33(x7841)+E(f19(x7841,f6(x7841)),f6(x7841))
% 289.44/289.29 [785]~P37(x7851)+E(f19(x7851,f7(x7851)),f7(x7851))
% 289.44/289.29 [812]~P43(x8121)+~P14(x8121,f6(f112(x8121)))
% 289.44/289.29 [881]~P39(x8811)+E(f22(x8811,f7(x8811),f17(x8811)),f21(x8811))
% 289.44/289.29 [1063]~P13(a2,f6(a2),x10631)+E(f18(a2,f67(x10631),f7(a2)),x10631)
% 289.44/289.29 [1096]~P12(a1,f6(a1),x10961)+P13(a1,x10961,f32(a2,f42(x10961)))
% 289.44/289.29 [1097]~P12(a1,f6(a1),x10971)+P12(a1,f32(a2,f30(x10971)),x10971)
% 289.44/289.29 [1098]~P12(a1,f6(a1),x10981)+P12(a1,f32(a2,f85(x10981)),x10981)
% 289.44/289.29 [1148]~P42(x11481)+P13(x11481,f6(x11481),f18(x11481,f7(x11481),f7(x11481)))
% 289.44/289.29 [1282]~P12(a3,f6(a3),x12821)+P13(a3,f6(a3),f18(a3,f7(a3),x12821))
% 289.44/289.29 [1284]~P13(a2,f6(a2),x12841)+E(f18(a2,f16(a2,x12841,f7(a2)),f7(a2)),x12841)
% 289.44/289.29 [1306]E(x13061,f6(a2))+~P13(a2,x13061,f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1678]~P13(a2,f6(a2),x16781)+E(f18(a2,f16(a2,x16781,f18(a2,f6(a2),f7(a2))),f7(a2)),x16781)
% 289.44/289.29 [922]~P44(x9221)+E(f23(x9221,f7(x9221),f6(f112(x9221))),f7(f112(x9221)))
% 289.44/289.29 [923]~P32(x9231)+E(f23(x9231,f6(x9231),f6(f112(x9231))),f6(f112(x9231)))
% 289.44/289.29 [1041]E(x10411,f6(a1))+P13(a1,f6(a1),f35(f35(f17(a1),x10411),x10411))
% 289.44/289.29 [1207]~E(x12071,f6(a1))+~P13(a1,f6(a1),f35(f35(f17(a1),x12071),x12071))
% 289.44/289.29 [1297]~P12(a1,f6(a1),x12971)+E(f20(f18(a1,x12971,f7(a1))),f18(a2,f20(x12971),f7(a2)))
% 289.44/289.29 [1298]~P12(a1,f6(a1),x12981)+E(f30(f18(a1,x12981,f7(a1))),f18(a2,f30(x12981),f7(a2)))
% 289.44/289.29 [1515]~P12(a1,f6(a1),x15151)+P12(a1,f31(f18(a1,f7(a1),x15151)),x15151)
% 289.44/289.29 [1574]~P12(a1,f6(a1),x15741)+P13(a1,x15741,f32(a2,f18(a2,f85(x15741),f7(a2))))
% 289.44/289.29 [1575]~P12(a1,f6(a1),x15751)+P12(a1,f32(a2,f16(a2,f42(x15751),f7(a2))),x15751)
% 289.44/289.29 [1675]~P13(a3,x16751,f6(a3))+P13(a3,f18(a3,f18(a3,f7(a3),x16751),x16751),f6(a3))
% 289.44/289.29 [1864]P13(a3,x18641,f6(a3))+~P13(a3,f18(a3,f18(a3,f7(a3),x18641),x18641),f6(a3))
% 289.44/289.29 [1996]~P12(a1,a113,f33(a5,x19961))+P12(a1,f18(a1,a119,f33(a5,a118)),f33(a5,f35(f27(a5,f23(a5,a116,a115)),x19961)))
% 289.44/289.29 [1997]~P12(a1,a75,f33(a5,x19971))+P12(a1,f18(a1,a119,f33(a5,a118)),f33(a5,f35(f27(a5,f23(a5,a116,a115)),x19971)))
% 289.44/289.29 [807]~E(x8071,x8072)+P12(a1,x8071,x8072)
% 289.44/289.29 [810]~E(x8101,x8102)+P12(a2,x8101,x8102)
% 289.44/289.29 [824]~P1(x8241)+P12(x8241,x8242,x8242)
% 289.44/289.29 [894]~E(x8941,x8942)+~P13(a1,x8941,x8942)
% 289.44/289.29 [899]~E(x8991,x8992)+~P13(a2,x8991,x8992)
% 289.44/289.29 [900]~E(x9001,x9002)+~P13(a3,x9001,x9002)
% 289.44/289.29 [916]~P13(x9161,x9162,x9162)+~P1(x9161)
% 289.44/289.29 [954]P12(a1,x9542,x9541)+P12(a1,x9541,x9542)
% 289.44/289.29 [955]P12(a2,x9552,x9551)+P12(a2,x9551,x9552)
% 289.44/289.29 [956]P12(a3,x9562,x9561)+P12(a3,x9561,x9562)
% 289.44/289.29 [1004]~P13(a1,x10041,x10042)+P12(a1,x10041,x10042)
% 289.44/289.29 [1009]~P13(a2,x10091,x10092)+P12(a2,x10091,x10092)
% 289.44/289.29 [1010]~P13(a3,x10101,x10102)+P12(a3,x10101,x10102)
% 289.44/289.29 [790]~E(x7901,x7902)+P72(f37(x7901,x7902))
% 289.44/289.29 [791]~P1(x7912)+P1(f117(x7911,x7912))
% 289.44/289.29 [792]~P2(x7922)+P2(f117(x7921,x7922))
% 289.44/289.29 [793]~P35(x7932)+P35(f117(x7931,x7932))
% 289.44/289.29 [798]E(x7981,x7982)+~E(f32(a2,x7981),f32(a2,x7982))
% 289.44/289.29 [801]E(x8011,x8012)+~P72(f37(x8011,x8012))
% 289.44/289.29 [815]E(f18(a2,x8151,x8152),x8152)+~E(x8151,f6(a2))
% 289.44/289.29 [823]~E(x8232,f6(a3))+E(f14(a3,x8231,x8232),f6(a3))
% 289.44/289.29 [832]~P22(x8321)+E(f16(x8321,x8322,x8322),f6(x8321))
% 289.44/289.29 [833]~P10(x8331)+E(f13(x8331,x8332,x8332),f6(x8331))
% 289.44/289.29 [859]P12(a3,x8592,x8591)+E(f24(x8591,x8592),f6(a3))
% 289.44/289.29 [901]~P4(x9011)+P12(x9011,x9012,f12(x9011,x9012))
% 289.44/289.29 [904]~E(f18(a2,x9042,x9041),x9042)+E(x9041,f6(a2))
% 289.44/289.29 [906]~P36(x9061)+P12(a1,f6(a1),f33(x9061,x9062))
% 289.44/289.29 [907]~P38(x9072)+P12(a1,f6(a1),f45(x9071,x9072))
% 289.44/289.29 [908]~P38(x9082)+P12(a1,f6(a1),f46(x9081,x9082))
% 289.44/289.29 [909]~P38(x9092)+P13(a1,f6(a1),f38(x9091,x9092))
% 289.44/289.29 [910]~P38(x9102)+P13(a1,f6(a1),f39(x9101,x9102))
% 289.44/289.29 [911]~P13(a2,x9112,x9111)+~E(x9111,f6(a2))
% 289.44/289.29 [913]E(x9131,f6(a2))+~E(f18(a2,x9132,x9131),f6(a2))
% 289.44/289.29 [914]E(x9141,f6(a2))+~E(f18(a2,x9141,x9142),f6(a2))
% 289.44/289.29 [917]~P4(x9171)+P12(x9171,f6(x9171),f12(x9171,x9172))
% 289.44/289.29 [1002]~P36(x10021)+~P13(a1,f33(x10021,x10022),f6(a1))
% 289.44/289.29 [1012]~P13(a2,x10121,x10122)+E(f13(a2,x10121,x10122),x10121)
% 289.44/289.29 [1017]~P12(a2,x10171,x10172)+E(f16(a2,x10171,x10172),f6(a2))
% 289.44/289.29 [1018]~P13(a2,x10181,x10182)+E(f14(a2,x10181,x10182),f6(a2))
% 289.44/289.29 [1025]P12(a2,x10251,x10252)+~E(f16(a2,x10251,x10252),f6(a2))
% 289.44/289.29 [1027]~P4(x10271)+~P13(x10271,f12(x10271,x10272),f6(x10271))
% 289.44/289.29 [1038]~P12(a1,x10381,x10382)+P12(a2,f20(x10381),f20(x10382))
% 289.44/289.29 [1039]~P12(a1,x10391,x10392)+P12(a2,f30(x10391),f30(x10392))
% 289.44/289.29 [1052]~P12(a3,x10522,x10521)+E(f16(a3,x10521,x10522),f24(x10521,x10522))
% 289.44/289.29 [1103]P12(a2,x11031,f30(x11032))+~P12(a1,f32(a2,x11031),x11032)
% 289.44/289.29 [1104]P12(a2,f20(x11041),x11042)+~P12(a1,x11041,f32(a2,x11042))
% 289.44/289.29 [1129]~P12(a2,x11291,x11292)+P12(a1,f32(a2,x11291),f32(a2,x11292))
% 289.44/289.29 [1130]~P13(a2,x11301,x11302)+P13(a1,f32(a2,x11301),f32(a2,x11302))
% 289.44/289.29 [1156]P12(a2,x11561,x11562)+~P12(a1,f32(a2,x11561),f32(a2,x11562))
% 289.44/289.29 [1157]P13(a2,x11571,x11572)+~P13(a1,f32(a2,x11571),f32(a2,x11572))
% 289.44/289.29 [1242]~P13(a2,x12422,x12421)+P13(a2,f6(a2),f16(a2,x12421,x12422))
% 289.44/289.29 [1243]~P12(a1,x12431,x12432)+P12(a1,f16(a1,x12431,x12432),f6(a1))
% 289.44/289.29 [1244]~P13(a3,x12441,x12442)+P13(a3,f16(a3,x12441,x12442),f6(a3))
% 289.44/289.29 [1246]P13(a3,x12461,f13(a3,x12462,x12461))+~P13(a3,x12461,f6(a3))
% 289.44/289.29 [1247]P12(a2,f13(a2,x12471,x12472),x12472)+~P13(a2,f6(a2),x12472)
% 289.44/289.29 [1248]P12(a3,f13(a3,x12481,x12482),x12481)+~P12(a3,f6(a3),x12481)
% 289.44/289.29 [1249]P13(a2,f13(a2,x12491,x12492),x12492)+~P13(a2,f6(a2),x12492)
% 289.44/289.29 [1251]P13(a3,f13(a3,x12511,x12512),x12512)+~P13(a3,f6(a3),x12512)
% 289.44/289.29 [1269]~P13(a3,f6(a3),x12692)+P12(a3,f6(a3),f13(a3,x12691,x12692))
% 289.44/289.29 [1273]~P13(a3,x12732,f6(a3))+P12(a3,f13(a3,x12731,x12732),f6(a3))
% 289.44/289.29 [1357]P13(a2,x13571,x13572)+~P13(a2,f6(a2),f16(a2,x13572,x13571))
% 289.44/289.29 [1358]P12(a1,x13581,x13582)+~P12(a1,f16(a1,x13581,x13582),f6(a1))
% 289.44/289.29 [1359]P13(a3,x13591,x13592)+~P13(a3,f16(a3,x13591,x13592),f6(a3))
% 289.44/289.29 [814]~P36(x8141)+E(f12(a1,f33(x8141,x8142)),f33(x8141,x8142))
% 289.44/289.29 [821]~P4(x8211)+E(f12(x8211,f12(x8211,x8212)),f12(x8211,x8212))
% 289.44/289.29 [822]~P43(x8221)+E(f19(x8221,f19(x8221,x8222)),f19(x8221,x8222))
% 289.44/289.29 [826]~P44(x8261)+E(f35(f35(f21(x8261),x8262),f7(a2)),x8262)
% 289.44/289.29 [827]~P26(x8271)+E(f35(f35(f21(x8271),x8272),f7(a2)),x8272)
% 289.44/289.29 [834]~P44(x8341)+E(f35(f35(f17(x8341),x8342),f7(x8341)),x8342)
% 289.44/289.29 [835]~P26(x8351)+E(f35(f35(f17(x8351),x8352),f7(x8351)),x8352)
% 289.44/289.29 [836]~P23(x8361)+E(f35(f35(f17(x8361),x8362),f7(x8361)),x8362)
% 289.44/289.29 [837]~P44(x8371)+E(f35(f35(f21(x8371),x8372),f6(a2)),f7(x8371))
% 289.44/289.29 [838]~P39(x8381)+E(f35(f35(f21(x8381),x8382),f6(a2)),f7(x8381))
% 289.44/289.29 [840]~P21(x8401)+E(f18(x8401,x8402,f6(x8401)),x8402)
% 289.44/289.29 [841]~P25(x8411)+E(f18(x8411,x8412,f6(x8411)),x8412)
% 289.44/289.29 [842]~P44(x8421)+E(f18(x8421,x8422,f6(x8421)),x8422)
% 289.44/289.29 [843]~P22(x8431)+E(f16(x8431,x8432,f6(x8431)),x8432)
% 289.44/289.29 [844]~P10(x8441)+E(f14(x8441,x8442,f7(x8441)),x8442)
% 289.44/289.29 [845]~P10(x8451)+E(f13(x8451,x8452,f6(x8451)),x8452)
% 289.44/289.29 [846]~P21(x8461)+E(f18(x8461,f6(x8461),x8462),x8462)
% 289.44/289.29 [847]~P25(x8471)+E(f18(x8471,f6(x8471),x8472),x8472)
% 289.44/289.29 [848]~P44(x8481)+E(f18(x8481,f6(x8481),x8482),x8482)
% 289.44/289.29 [855]~P44(x8551)+E(f35(f35(f17(x8551),x8552),f6(x8551)),f6(x8551))
% 289.44/289.29 [857]~P38(x8571)+E(f35(f35(f17(x8571),x8572),f6(x8571)),f6(x8571))
% 289.44/289.29 [858]~P59(x8581)+E(f35(f35(f17(x8581),x8582),f6(x8581)),f6(x8581))
% 289.44/289.29 [863]~P10(x8631)+E(f14(x8631,x8632,f6(x8631)),f6(x8631))
% 289.44/289.29 [864]~P10(x8641)+E(f13(x8641,x8642,f7(x8641)),f6(x8641))
% 289.44/289.29 [865]~P10(x8651)+E(f14(x8651,f6(x8651),x8652),f6(x8651))
% 289.44/289.29 [866]~P10(x8661)+E(f13(x8661,f6(x8661),x8662),f6(x8661))
% 289.44/289.29 [939]~P43(x9391)+E(f35(f35(f17(x9391),x9392),f19(x9391,x9392)),f12(x9391,x9392))
% 289.44/289.29 [995]E(x9951,x9952)+~E(f35(x9951,f49(x9952,x9951)),f35(x9952,f49(x9952,x9951)))
% 289.44/289.29 [1013]~P43(x10131)+E(f35(f35(f17(x10131),f19(x10131,x10132)),f12(x10131,x10132)),x10132)
% 289.44/289.29 [1031]P13(a2,f6(a2),x10311)+~E(x10311,f18(a2,x10312,f7(a2)))
% 289.44/289.29 [1069]~E(f13(a2,x10692,x10691),f6(a2))+E(f35(f35(f17(a2),x10691),f92(x10691,x10692)),x10692)
% 289.44/289.29 [1070]~E(f13(a3,x10702,x10701),f6(a3))+E(f35(f35(f17(a3),x10701),f93(x10701,x10702)),x10702)
% 289.44/289.29 [1072]~P12(a2,x10721,x10722)+E(f18(a2,x10721,f100(x10722,x10721)),x10722)
% 289.44/289.29 [1073]~P12(a2,x10731,x10732)+E(f18(a2,x10731,f103(x10732,x10731)),x10732)
% 289.44/289.29 [1074]~E(x10741,x10742)+P13(a2,x10741,f18(a2,x10742,f7(a2)))
% 289.44/289.29 [1075]~E(x10751,x10752)+P13(a3,x10751,f18(a3,x10752,f7(a3)))
% 289.44/289.29 [1081]~E(x10811,f6(a2))+P13(a2,x10811,f18(a2,x10812,f7(a2)))
% 289.44/289.29 [1123]~P42(x11231)+P13(x11231,x11232,f18(x11231,x11232,f7(x11231)))
% 289.44/289.29 [1158]P13(a2,x11582,x11581)+E(f18(a2,x11581,f16(a2,x11582,x11581)),x11582)
% 289.44/289.29 [1165]P13(a2,x11651,x11652)+P13(a2,x11652,f18(a2,x11651,f7(a2)))
% 289.44/289.29 [1166]P12(a2,x11661,x11662)+P12(a2,f18(a2,x11662,f7(a2)),x11661)
% 289.44/289.29 [1232]~P12(a2,x12321,x12322)+E(f18(a2,x12321,f16(a2,x12322,x12321)),x12322)
% 289.44/289.29 [1233]~P12(a2,x12332,x12331)+E(f16(a2,x12331,f16(a2,x12331,x12332)),x12332)
% 289.44/289.29 [1234]~P12(a2,x12342,x12341)+E(f18(a2,f16(a2,x12341,x12342),x12342),x12341)
% 289.44/289.29 [1254]~P13(a3,x12541,x12542)+P12(a3,x12541,f16(a3,x12542,f7(a3)))
% 289.44/289.29 [1256]~P12(a2,x12561,x12562)+P13(a2,x12561,f18(a2,x12562,f7(a2)))
% 289.44/289.29 [1259]~P12(a3,x12591,x12592)+P13(a3,x12591,f18(a3,x12592,f7(a3)))
% 289.44/289.29 [1260]~P13(a3,x12601,x12602)+P13(a3,x12601,f18(a3,x12602,f7(a3)))
% 289.44/289.29 [1263]~P13(a2,x12631,x12632)+P12(a2,f18(a2,x12631,f7(a2)),x12632)
% 289.44/289.29 [1265]~P13(a3,x12651,x12652)+P12(a3,f18(a3,x12651,f7(a3)),x12652)
% 289.44/289.29 [1295]P13(a2,x12951,x12952)+E(f13(a2,f16(a2,x12951,x12952),x12952),f13(a2,x12951,x12952))
% 289.44/289.29 [1337]~P12(a2,x13372,x13371)+E(f13(a2,f16(a2,x13371,x13372),x13372),f13(a2,x13371,x13372))
% 289.44/289.29 [1342]~P13(a2,x13421,x13422)+E(f18(a2,f18(a2,x13421,f68(x13422,x13421)),f7(a2)),x13422)
% 289.44/289.29 [1345]~P12(a2,x13452,x13451)+E(f16(a1,f32(a2,x13451),f32(a2,x13452)),f32(a2,f16(a2,x13451,x13452)))
% 289.44/289.29 [1361]P12(a2,x13611,x13612)+~P13(a2,x13611,f18(a2,x13612,f7(a2)))
% 289.44/289.29 [1362]P12(a3,x13621,x13622)+~P13(a3,x13621,f18(a3,x13622,f7(a3)))
% 289.44/289.29 [1363]P13(a3,x13631,x13632)+~P12(a3,x13631,f16(a3,x13632,f7(a3)))
% 289.44/289.29 [1367]P13(a2,x13671,x13672)+~P12(a2,f18(a2,x13671,f7(a2)),x13672)
% 289.44/289.29 [1369]P13(a3,x13691,x13692)+~P12(a3,f18(a3,x13691,f7(a3)),x13692)
% 289.44/289.29 [1375]~P12(a2,x13751,x13752)+P13(a1,f32(a2,x13751),f18(a1,f32(a2,x13752),f7(a1)))
% 289.44/289.29 [1376]~P13(a2,x13761,x13762)+P12(a1,f18(a1,f32(a2,x13761),f7(a1)),f32(a2,x13762))
% 289.44/289.29 [1447]~P13(a2,x14471,x14472)+~P13(a2,x14472,f18(a2,x14471,f7(a2)))
% 289.44/289.29 [1448]~P12(a2,x14481,x14482)+~P12(a2,f18(a2,x14482,f7(a2)),x14481)
% 289.44/289.29 [1468]P13(a1,x14681,f32(a2,x14682))+~P12(a2,f18(a2,f30(x14681),f7(a2)),x14682)
% 289.44/289.29 [1577]P12(a2,x15771,x15772)+~P13(a1,f32(a2,x15771),f18(a1,f32(a2,x15772),f7(a1)))
% 289.44/289.29 [1578]P13(a2,x15781,x15782)+~P12(a1,f18(a1,f32(a2,x15781),f7(a1)),f32(a2,x15782))
% 289.44/289.29 [1621]E(x16211,f6(a2))+E(f18(a2,f18(a2,f16(a2,x16211,f7(a2)),x16212),f7(a2)),f18(a2,x16211,x16212))
% 289.44/289.29 [1679]P12(a2,x16791,x16792)+~P12(a2,f18(a2,x16791,f7(a2)),f18(a2,x16792,f7(a2)))
% 289.44/289.29 [1681]P13(a2,x16811,x16812)+~P13(a2,f18(a2,x16811,f7(a2)),f18(a2,x16812,f7(a2)))
% 289.44/289.29 [802]~E(x8022,f6(a2))+E(f35(f35(f17(a2),x8021),x8022),f6(a2))
% 289.44/289.29 [804]~E(x8041,f6(a2))+E(f35(f35(f17(a2),x8041),x8042),f6(a2))
% 289.44/289.29 [805]~E(x8052,f6(a2))+E(f35(f35(f21(a2),x8051),x8052),f7(a2))
% 289.44/289.29 [869]~P44(x8691)+E(f35(f35(f17(x8691),f7(x8691)),x8692),x8692)
% 289.44/289.29 [870]~P26(x8701)+E(f35(f35(f17(x8701),f7(x8701)),x8702),x8702)
% 289.44/289.29 [871]~P23(x8711)+E(f35(f35(f17(x8711),f7(x8711)),x8712),x8712)
% 289.44/289.29 [876]~P44(x8761)+E(f35(f35(f17(x8761),f6(x8761)),x8762),f6(x8761))
% 289.44/289.29 [878]~P38(x8781)+E(f35(f35(f17(x8781),f6(x8781)),x8782),f6(x8781))
% 289.44/289.29 [879]~P59(x8791)+E(f35(f35(f17(x8791),f6(x8791)),x8792),f6(x8791))
% 289.44/289.29 [880]~P26(x8801)+E(f35(f35(f21(x8801),f7(x8801)),x8802),f7(x8801))
% 289.44/289.29 [884]E(x8841,f7(a2))+~E(f35(f35(f17(a2),x8842),x8841),f7(a2))
% 289.44/289.29 [885]E(x8851,f7(a2))+~E(f35(f35(f17(a2),x8851),x8852),f7(a2))
% 289.44/289.29 [891]~P21(x8911)+E(f18(f112(x8911),x8912,f6(f112(x8911))),x8912)
% 289.44/289.29 [892]~P9(x8921)+E(f16(f112(x8921),x8922,f6(f112(x8921))),x8922)
% 289.44/289.29 [893]~P21(x8931)+E(f18(f112(x8931),f6(f112(x8931)),x8932),x8932)
% 289.44/289.29 [912]~P48(x9121)+E(f28(x9121,f6(f112(x9121)),x9122),f6(f112(x9121)))
% 289.44/289.29 [961]~E(x9612,f6(a2))+E(f35(f35(f21(a2),x9611),x9612),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [965]~P48(x9651)+E(f35(f35(f17(f112(x9651)),x9652),f6(f112(x9651))),f6(f112(x9651)))
% 289.44/289.29 [1066]~E(x10662,f6(a2))+P13(a2,f6(a2),f35(f35(f21(a2),x10661),x10662))
% 289.44/289.29 [1089]~P52(x10891)+P12(x10891,f6(x10891),f35(f35(f17(x10891),x10892),x10892))
% 289.44/289.29 [1141]~P43(x11411)+E(f35(f35(f17(x11411),f12(x11411,x11412)),f12(x11411,x11412)),f35(f35(f17(x11411),x11412),x11412))
% 289.44/289.29 [1149]~E(x11491,f18(a2,f6(a2),f7(a2)))+E(f35(f35(f21(a2),x11491),x11492),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1182]E(x11821,f18(a2,f6(a2),f7(a2)))+~E(f35(f35(f17(a2),x11822),x11821),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1183]E(x11831,f18(a2,f6(a2),f7(a2)))+~E(f35(f35(f17(a2),x11831),x11832),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1203]~P12(a3,f6(a3),x12031)+P12(a3,f6(a3),f35(f35(f21(a3),x12031),x12032))
% 289.44/289.29 [1205]~P13(a2,f6(a2),x12051)+P13(a2,f6(a2),f35(f35(f21(a2),x12051),x12052))
% 289.44/289.29 [1231]E(x12311,f6(a3))+P13(a3,f6(a3),f35(f35(f21(a3),f12(a3,x12311)),x12312))
% 289.44/289.29 [1241]~E(x12412,f6(a2))+P13(a3,f6(a3),f35(f35(f21(a3),f12(a3,x12411)),x12412))
% 289.44/289.29 [1296]~P52(x12961)+~P13(x12961,f35(f35(f17(x12961),x12962),x12962),f6(x12961))
% 289.44/289.29 [1329]P13(a2,f6(a2),x13291)+~P13(a2,f6(a2),f35(f35(f17(a2),x13292),x13291))
% 289.44/289.29 [1330]P13(a2,f6(a2),x13301)+~P13(a2,f6(a2),f35(f35(f17(a2),x13301),x13302))
% 289.44/289.29 [1351]~P12(a1,f6(a1),x13511)+E(f20(f18(a1,x13511,f32(a2,x13512))),f18(a2,f20(x13511),x13512))
% 289.44/289.29 [1352]~P12(a1,f6(a1),x13521)+E(f30(f18(a1,x13521,f32(a2,x13522))),f18(a2,f30(x13521),x13522))
% 289.44/289.29 [1424]~P12(a1,f32(a2,x14242),x14241)+E(f20(f16(a1,x14241,f32(a2,x14242))),f16(a2,f20(x14241),x14242))
% 289.44/289.29 [1425]~P12(a1,f32(a2,x14252),x14251)+E(f30(f16(a1,x14251,f32(a2,x14252))),f16(a2,f30(x14251),x14252))
% 289.44/289.29 [1583]~E(f18(a2,f13(a2,x15831,x15832),f7(a2)),x15832)+E(f13(a2,f18(a2,x15831,f7(a2)),x15832),f6(a2))
% 289.44/289.29 [1674]~P13(a2,f6(a2),x16741)+P13(a2,f16(a2,x16741,f18(a2,x16742,f7(a2))),x16741)
% 289.44/289.29 [1682]E(f18(a2,f13(a2,x16821,x16822),f7(a2)),x16822)+E(f18(a2,f13(a2,x16821,x16822),f7(a2)),f13(a2,f18(a2,x16821,f7(a2)),x16822))
% 289.44/289.29 [1737]~P12(a2,f18(a2,f6(a2),f7(a2)),x17371)+P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f21(a2),x17371),x17372))
% 289.44/289.29 [1808]P12(a2,f18(a2,f6(a2),f7(a2)),x18081)+~P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),x18082),x18081))
% 289.44/289.29 [1809]P12(a2,f18(a2,f6(a2),f7(a2)),x18091)+~P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),x18091),x18092))
% 289.44/289.29 [1810]~P66(x18101)+E(f35(f35(f17(x18101),f18(x18101,x18102,f7(x18101))),f16(x18101,x18102,f7(x18101))),f16(x18101,f35(f35(f17(x18101),x18102),x18102),f7(x18101)))
% 289.44/289.29 [1971]~P13(a2,f6(a2),x19712)+E(f18(a1,f32(a2,f14(a2,x19711,x19712)),f34(a1,f32(a2,f13(a2,x19711,x19712)),f32(a2,x19712))),f34(a1,f32(a2,x19711),f32(a2,x19712)))
% 289.44/289.29 [902]~P48(x9021)+E(f35(f27(x9021,f6(f112(x9021))),x9022),f6(x9021))
% 289.44/289.29 [903]~P44(x9031)+E(f35(f27(x9031,f7(f112(x9031))),x9032),f7(x9031))
% 289.44/289.29 [1001]~P48(x10011)+E(f35(f35(f17(f112(x10011)),f6(f112(x10011))),x10012),f6(f112(x10011)))
% 289.44/289.29 [1115]E(f12(a3,x11151),f7(a3))+~E(f12(a3,f35(f35(f17(a3),x11151),x11152)),f7(a3))
% 289.44/289.29 [1132]~E(f32(a2,f30(x11321)),x11321)+E(f30(f35(f35(f21(a1),x11321),x11322)),f35(f35(f21(a2),f30(x11321)),x11322))
% 289.44/289.29 [1193]~P13(a2,f6(a2),x11932)+E(f14(a2,f35(f35(f17(a2),x11931),x11932),x11932),x11931)
% 289.44/289.29 [1194]~P13(a2,f6(a2),x11941)+E(f14(a2,f35(f35(f17(a2),x11941),x11942),x11941),x11942)
% 289.44/289.29 [1328]~P13(a1,f6(a1),x13282)+E(f35(f35(f17(a1),f32(a2,x13281)),f31(x13282)),f31(f35(f35(f21(a1),x13282),x13281)))
% 289.44/289.29 [1516]E(x15161,f6(a1))+~E(f18(a1,f35(f35(f17(a1),x15162),x15162),f35(f35(f17(a1),x15161),x15161)),f6(a1))
% 289.44/289.29 [1517]E(x15171,f6(a1))+~E(f18(a1,f35(f35(f17(a1),x15171),x15171),f35(f35(f17(a1),x15172),x15172)),f6(a1))
% 289.44/289.29 [1519]~P44(x15191)+E(f18(x15191,x15192,x15192),f35(f35(f17(x15191),f18(x15191,f7(x15191),f7(x15191))),x15192))
% 289.44/289.29 [1559]E(x15591,f6(a2))+E(f35(f35(f17(a2),x15592),f35(f35(f21(a2),x15592),f16(a2,x15591,f7(a2)))),f35(f35(f21(a2),x15592),x15591))
% 289.44/289.29 [1744]~P13(a1,f6(a1),x17442)+P13(a1,x17441,f35(f35(f17(a1),f32(a2,f52(x17442,x17441))),x17442))
% 289.44/289.29 [1981]~P12(a1,f6(a1),x19812)+P12(a1,f18(a1,f35(f35(f17(a1),f32(a2,x19811)),x19812),f7(a1)),f35(f35(f21(a1),f18(a1,x19812,f7(a1))),x19811))
% 289.44/289.29 [1855]E(x18551,f6(a2))+E(f18(a2,x18552,f35(f35(f17(a2),f16(a2,x18551,f7(a2))),x18552)),f35(f35(f17(a2),x18551),x18552))
% 289.44/289.29 [969]~P44(x9691)+E(f18(x9691,x9692,x9693),f18(x9691,x9693,x9692))
% 289.44/289.29 [1015]P12(a2,x10151,x10152)+~E(x10152,f18(a2,x10151,x10153))
% 289.44/289.29 [1079]E(x10791,x10792)+~E(f18(a2,x10793,x10791),f18(a2,x10793,x10792))
% 289.44/289.29 [1080]E(x10801,x10802)+~E(f18(a2,x10801,x10803),f18(a2,x10802,x10803))
% 289.44/289.29 [1219]~P12(a2,x12191,x12193)+P12(a2,x12191,f18(a2,x12192,x12193))
% 289.44/289.29 [1221]~P12(a2,x12211,x12212)+P12(a2,x12211,f18(a2,x12212,x12213))
% 289.44/289.29 [1223]~P13(a2,x12231,x12233)+P13(a2,x12231,f18(a2,x12232,x12233))
% 289.44/289.29 [1225]~P13(a2,x12251,x12252)+P13(a2,x12251,f18(a2,x12252,x12253))
% 289.44/289.29 [1226]~P13(a2,x12261,x12263)+P13(a2,f16(a2,x12261,x12262),x12263)
% 289.44/289.29 [1277]~P13(a1,f6(a1),x12773)+P13(a1,f6(a1),f50(x12771,x12772,x12773))
% 289.44/289.29 [1348]P12(a2,x13481,x13482)+~P12(a2,f18(a2,x13483,x13481),x13482)
% 289.44/289.29 [1349]P12(a2,x13491,x13492)+~P12(a2,f18(a2,x13491,x13493),x13492)
% 289.44/289.29 [1350]P13(a2,x13501,x13502)+~P13(a2,f18(a2,x13501,x13503),x13502)
% 289.44/289.29 [1453]~P12(a1,x14532,x14533)+P12(a1,f18(a1,x14531,x14532),f18(a1,x14531,x14533))
% 289.44/289.29 [1454]~P12(a2,x14542,x14543)+P12(a2,f18(a2,x14541,x14542),f18(a2,x14541,x14543))
% 289.44/289.29 [1455]~P12(a2,x14551,x14553)+P12(a2,f18(a2,x14551,x14552),f18(a2,x14553,x14552))
% 289.44/289.29 [1456]~P12(a2,x14563,x14562)+P12(a2,f16(a2,x14561,x14562),f16(a2,x14561,x14563))
% 289.44/289.29 [1457]~P12(a2,x14571,x14573)+P12(a2,f16(a2,x14571,x14572),f16(a2,x14573,x14572))
% 289.44/289.29 [1458]~P12(a2,x14581,x14583)+P12(a2,f14(a2,x14581,x14582),f14(a2,x14583,x14582))
% 289.44/289.29 [1459]~P12(a3,x14592,x14593)+P12(a3,f18(a3,x14591,x14592),f18(a3,x14591,x14593))
% 289.44/289.29 [1460]~P13(a2,x14602,x14603)+P13(a2,f18(a2,x14601,x14602),f18(a2,x14601,x14603))
% 289.44/289.29 [1461]~P13(a2,x14611,x14613)+P13(a2,f18(a2,x14611,x14612),f18(a2,x14613,x14612))
% 289.44/289.29 [1462]~P13(a3,x14621,x14623)+P13(a3,f18(a3,x14621,x14622),f18(a3,x14623,x14622))
% 289.44/289.29 [1555]~P12(a2,f16(a2,x15551,x15553),x15552)+P12(a2,x15551,f18(a2,x15552,x15553))
% 289.44/289.29 [1556]~P13(a2,f18(a2,x15561,x15563),x15562)+P13(a2,x15561,f16(a2,x15562,x15563))
% 289.44/289.29 [1557]~P12(a2,x15571,f18(a2,x15573,x15572))+P12(a2,f16(a2,x15571,x15572),x15573)
% 289.44/289.29 [1558]~P13(a2,x15581,f16(a2,x15583,x15582))+P13(a2,f18(a2,x15581,x15582),x15583)
% 289.44/289.29 [1672]P12(a2,x16721,x16722)+~P12(a2,f18(a2,x16723,x16721),f18(a2,x16723,x16722))
% 289.44/289.29 [1673]P13(a2,x16731,x16732)+~P13(a2,f18(a2,x16733,x16731),f18(a2,x16733,x16732))
% 289.44/289.29 [1084]~P22(x10841)+E(f18(x10841,f16(x10841,x10842,x10843),x10843),x10842)
% 289.44/289.29 [1085]~P22(x10851)+E(f16(x10851,f18(x10851,x10852,x10853),x10853),x10852)
% 289.44/289.29 [1094]~P10(x10941)+E(f14(x10941,f13(x10941,x10942,x10943),x10943),f6(x10941))
% 289.44/289.29 [1175]~P10(x11751)+E(f13(x11751,f18(x11751,x11752,x11753),x11753),f13(x11751,x11752,x11753))
% 289.44/289.29 [1176]~P10(x11761)+E(f13(x11761,f18(x11761,x11762,x11763),x11762),f13(x11761,x11763,x11762))
% 289.44/289.29 [1177]~P10(x11771)+E(f13(x11771,f13(x11771,x11772,x11773),x11773),f13(x11771,x11772,x11773))
% 289.44/289.29 [1274]~P4(x12741)+E(f12(x12741,f16(x12741,x12742,x12743)),f12(x12741,f16(x12741,x12743,x12742)))
% 289.44/289.29 [1275]~P36(x12751)+E(f33(x12751,f16(x12751,x12752,x12753)),f33(x12751,f16(x12751,x12753,x12752)))
% 289.44/289.29 [1360]P13(a2,x13601,x13602)+~E(x13602,f18(a2,f18(a2,x13601,x13603),f7(a2)))
% 289.44/289.29 [1398]~P74(x13981,x13983,x13982)+P72(f35(x13981,f14(a3,x13982,x13983)))
% 289.44/289.29 [1399]~P73(x13991,x13993,x13992)+P72(f35(x13991,f13(a3,x13992,x13993)))
% 289.44/289.29 [1548]~P12(a2,x15482,x15483)+E(f16(a2,f18(a2,x15481,x15482),x15483),f16(a2,x15481,f16(a2,x15483,x15482)))
% 289.44/289.29 [1549]~P12(a2,x15493,x15492)+E(f18(a2,x15491,f16(a2,x15492,x15493)),f16(a2,f18(a2,x15491,x15492),x15493))
% 289.44/289.29 [1551]~P12(a2,x15512,x15511)+E(f18(a2,f16(a2,x15511,x15512),x15513),f16(a2,f18(a2,x15511,x15513),x15512))
% 289.44/289.29 [1612]P74(x16121,x16122,x16123)+~P72(f35(x16121,f14(a3,x16123,x16122)))
% 289.44/289.29 [1613]P73(x16131,x16132,x16133)+~P72(f35(x16131,f13(a3,x16133,x16132)))
% 289.44/289.29 [1638]~P12(a2,x16383,x16382)+P12(a2,x16381,f16(a2,f18(a2,x16382,x16381),x16383))
% 289.44/289.29 [1692]~P10(x16921)+E(f18(x16921,f35(f35(f17(x16921),x16922),f14(x16921,x16923,x16922)),f13(x16921,x16923,x16922)),x16923)
% 289.44/289.29 [1708]~P36(x17081)+P12(a1,f33(x17081,f18(x17081,x17082,x17083)),f18(a1,f33(x17081,x17082),f33(x17081,x17083)))
% 289.44/289.29 [1709]~P36(x17091)+P12(a1,f33(x17091,f16(x17091,x17092,x17093)),f18(a1,f33(x17091,x17092),f33(x17091,x17093)))
% 289.44/289.29 [1710]~P36(x17101)+P12(a1,f16(a1,f33(x17101,x17102),f33(x17101,x17103)),f33(x17101,f18(x17101,x17102,x17103)))
% 289.44/289.29 [1711]~P36(x17111)+P12(a1,f16(a1,f33(x17111,x17112),f33(x17111,x17113)),f33(x17111,f16(x17111,x17112,x17113)))
% 289.44/289.29 [1722]~P4(x17221)+P12(x17221,f12(x17221,f18(x17221,x17222,x17223)),f18(x17221,f12(x17221,x17222),f12(x17221,x17223)))
% 289.44/289.29 [1723]~P4(x17231)+P12(x17231,f12(x17231,f16(x17231,x17232,x17233)),f18(x17231,f12(x17231,x17232),f12(x17231,x17233)))
% 289.44/289.29 [1724]~P4(x17241)+P12(x17241,f16(x17241,f12(x17241,x17242),f12(x17241,x17243)),f12(x17241,f16(x17241,x17243,x17242)))
% 289.44/289.29 [1725]~P4(x17251)+P12(x17251,f16(x17251,f12(x17251,x17252),f12(x17251,x17253)),f12(x17251,f16(x17251,x17252,x17253)))
% 289.44/289.29 [1893]~P10(x18931)+E(f18(x18931,f35(f35(f17(x18931),f14(x18931,x18932,x18933)),x18933),f13(x18931,x18932,x18933)),x18932)
% 289.44/289.29 [934]~E(x9342,f6(a2))+E(f35(f35(f17(a2),x9341),x9342),f35(f35(f17(a2),x9343),x9342))
% 289.44/289.29 [936]~E(x9361,f6(a2))+E(f35(f35(f17(a2),x9361),x9362),f35(f35(f17(a2),x9361),x9363))
% 289.44/289.29 [962]~P44(x9621)+E(f35(f35(f17(x9621),x9622),x9623),f35(f35(f17(x9621),x9623),x9622))
% 289.44/289.29 [999]E(f13(a2,x9991,x9992),f6(a2))+~E(x9991,f35(f35(f17(a2),x9992),x9993))
% 289.44/289.29 [1000]E(f13(a3,x10001,x10002),f6(a3))+~E(x10001,f35(f35(f17(a3),x10002),x10003))
% 289.44/289.29 [1313]~P43(x13131)+P12(x13131,f6(x13131),f35(f35(f21(x13131),f12(x13131,x13132)),x13133))
% 289.44/289.29 [1333]P13(a2,f6(a2),x13331)+P12(a2,f35(f35(f17(a2),x13332),x13331),f35(f35(f17(a2),x13333),x13331))
% 289.44/289.29 [1334]P13(a2,f6(a2),x13341)+P12(a2,f35(f35(f17(a2),x13341),x13342),f35(f35(f17(a2),x13341),x13343))
% 289.44/289.29 [1380]~P12(a2,x13802,x13803)+P12(a2,f35(f35(f17(a2),x13801),x13802),f35(f35(f17(a2),x13801),x13803))
% 289.44/289.29 [1382]~P12(a2,x13821,x13823)+P12(a2,f35(f35(f17(a2),x13821),x13822),f35(f35(f17(a2),x13823),x13822))
% 289.44/289.29 [1445]~P4(x14451)+E(f12(x14451,f18(x14451,f12(x14451,x14452),f12(x14451,x14453))),f18(x14451,f12(x14451,x14452),f12(x14451,x14453)))
% 289.44/289.29 [1504]~P12(a1,f33(a5,x15042),x15043)+P12(a1,f33(a5,f35(f27(a5,x15041),x15042)),f36(x15041,x15043))
% 289.44/289.29 [1584]P13(a2,x15841,x15842)+~P13(a2,f35(f35(f17(a2),x15843),x15841),f35(f35(f17(a2),x15843),x15842))
% 289.44/289.29 [1585]P13(a2,x15851,x15852)+~P13(a2,f35(f35(f17(a2),x15851),x15853),f35(f35(f17(a2),x15852),x15853))
% 289.44/289.29 [1589]P13(a2,f6(a2),x15891)+~P13(a2,f35(f35(f17(a2),x15892),x15891),f35(f35(f17(a2),x15893),x15891))
% 289.44/289.29 [1590]P13(a2,f6(a2),x15901)+~P13(a2,f35(f35(f17(a2),x15901),x15902),f35(f35(f17(a2),x15901),x15903))
% 289.44/289.29 [1898]~P12(a2,x18982,x18983)+E(f16(a2,f18(a2,x18981,x18982),f18(a2,x18983,f7(a2))),f16(a2,x18981,f18(a2,f16(a2,x18983,x18982),f7(a2))))
% 289.44/289.29 [1899]~P12(a2,x18992,x18991)+E(f16(a2,f18(a2,f16(a2,x18991,x18992),f7(a2)),x18993),f16(a2,f18(a2,x18991,f7(a2)),f18(a2,x18992,x18993)))
% 289.44/289.29 [1910]~P36(x19101)+P12(a1,f12(a1,f16(a1,f33(x19101,x19102),f33(x19101,x19103))),f33(x19101,f16(x19101,x19102,x19103)))
% 289.44/289.29 [1915]~P4(x19151)+P12(x19151,f12(x19151,f16(x19151,f12(x19151,x19152),f12(x19151,x19153))),f12(x19151,f16(x19151,x19152,x19153)))
% 289.44/289.29 [1077]~P10(x10771)+E(f13(x10771,f35(f35(f17(x10771),x10772),x10773),x10773),f6(x10771))
% 289.44/289.29 [1078]~P10(x10781)+E(f13(x10781,f35(f35(f17(x10781),x10782),x10783),x10782),f6(x10781))
% 289.44/289.29 [1174]~P41(x11741)+E(f33(x11741,f35(f35(f21(x11741),x11742),x11743)),f35(f35(f21(a1),f33(x11741,x11742)),x11743))
% 289.44/289.29 [1186]~P43(x11861)+E(f35(f35(f21(x11861),f12(x11861,x11862)),x11863),f12(x11861,f35(f35(f21(x11861),x11862),x11863)))
% 289.44/289.29 [1230]~E(x12301,f6(a2))+E(f14(a2,f35(f35(f17(a2),x12301),x12302),f35(f35(f17(a2),x12301),x12303)),f6(a2))
% 289.44/289.29 [1266]~P41(x12661)+E(f35(f35(f17(a1),f33(x12661,x12662)),f33(x12661,x12663)),f33(x12661,f35(f35(f17(x12661),x12662),x12663)))
% 289.44/289.29 [1279]~P43(x12791)+E(f35(f35(f17(x12791),f12(x12791,x12792)),f12(x12791,x12793)),f12(x12791,f35(f35(f17(x12791),x12792),x12793)))
% 289.44/289.29 [1280]~P43(x12801)+E(f35(f35(f17(x12801),f19(x12801,x12802)),f19(x12801,x12803)),f19(x12801,f35(f35(f17(x12801),x12802),x12803)))
% 289.44/289.29 [1281]~P41(x12811)+E(f35(f35(f17(x12811),f19(x12811,x12812)),f19(x12811,x12813)),f19(x12811,f35(f35(f17(x12811),x12812),x12813)))
% 289.44/289.29 [1332]E(x13321,f6(a2))+E(f14(a2,f35(f35(f17(a2),x13321),x13322),f35(f35(f17(a2),x13321),x13323)),f14(a2,x13322,x13323))
% 289.44/289.29 [1393]~P44(x13931)+E(f35(f35(f17(x13931),x13932),f35(f35(f21(x13931),x13932),x13933)),f35(f35(f21(x13931),x13932),f18(a2,x13933,f7(a2))))
% 289.44/289.29 [1394]~P39(x13941)+E(f35(f35(f17(x13941),x13942),f35(f35(f21(x13941),x13942),x13943)),f35(f35(f21(x13941),x13942),f18(a2,x13943,f7(a2))))
% 289.44/289.29 [1518]~P13(a2,f6(a2),x15181)+E(f14(a2,f35(f35(f17(a2),x15181),x15182),f35(f35(f17(a2),x15181),x15183)),f14(a2,x15182,x15183))
% 289.44/289.29 [1538]~P13(a3,f6(a3),x15383)+E(f14(a3,x15381,f35(f35(f17(a3),x15382),x15383)),f14(a3,f14(a3,x15381,x15382),x15383))
% 289.44/289.29 [1664]~P44(x16641)+E(f18(x16641,x16642,f35(f35(f17(x16641),x16643),x16642)),f35(f35(f17(x16641),f18(x16641,x16643,f7(x16641))),x16642))
% 289.44/289.29 [1665]~P44(x16651)+E(f18(x16651,f35(f35(f17(x16651),x16652),x16653),x16653),f35(f35(f17(x16651),f18(x16651,x16652,f7(x16651))),x16653))
% 289.44/289.29 [1691]~P37(x16911)+P12(a1,f33(x16911,f35(f35(f21(x16911),x16912),x16913)),f35(f35(f21(a1),f33(x16911,x16912)),x16913))
% 289.44/289.29 [1754]~P38(x17541)+P12(a1,f33(x17541,f35(f35(f17(x17541),x17542),x17543)),f35(f35(f17(a1),f33(x17541,x17543)),f38(x17542,x17541)))
% 289.44/289.29 [1755]~P38(x17551)+P12(a1,f33(x17551,f35(f35(f17(x17551),x17552),x17553)),f35(f35(f17(a1),f33(x17551,x17553)),f45(x17552,x17551)))
% 289.44/289.29 [1756]~P38(x17561)+P12(a1,f33(x17561,f35(f35(f17(x17561),x17562),x17563)),f35(f35(f17(a1),f33(x17561,x17562)),f33(x17561,x17563)))
% 289.44/289.29 [1757]~P38(x17571)+P12(a1,f33(x17571,f35(f35(f17(x17571),x17572),x17573)),f35(f35(f17(a1),f33(x17571,x17572)),f39(x17573,x17571)))
% 289.44/289.29 [1758]~P38(x17581)+P12(a1,f33(x17581,f35(f35(f17(x17581),x17582),x17583)),f35(f35(f17(a1),f33(x17581,x17582)),f46(x17583,x17581)))
% 289.44/289.29 [1818]~P52(x18181)+P12(x18181,f6(x18181),f18(x18181,f35(f35(f17(x18181),x18182),x18182),f35(f35(f17(x18181),x18183),x18183)))
% 289.44/289.29 [1892]~P10(x18921)+E(f18(x18921,f13(x18921,x18922,x18923),f35(f35(f17(x18921),f14(x18921,x18922,x18923)),x18923)),x18922)
% 289.44/289.29 [1933]E(x19331,x19332)+~E(f35(f35(f17(a2),f18(a2,x19333,f7(a2))),x19331),f35(f35(f17(a2),f18(a2,x19333,f7(a2))),x19332))
% 289.44/289.29 [1941]~P52(x19411)+~P13(x19411,f18(x19411,f35(f35(f17(x19411),x19412),x19412),f35(f35(f17(x19411),x19413),x19413)),f6(x19411))
% 289.44/289.29 [1977]~P13(a3,f6(a3),x19773)+E(f18(a3,f35(f35(f17(a3),x19771),f13(a3,f14(a3,x19772,x19771),x19773)),f13(a3,x19772,x19771)),f13(a3,x19772,f35(f35(f17(a3),x19771),x19773)))
% 289.44/289.29 [1987]~P13(a2,x19872,x19873)+P13(a2,f35(f35(f17(a2),f18(a2,x19871,f7(a2))),x19872),f35(f35(f17(a2),f18(a2,x19871,f7(a2))),x19873))
% 289.44/289.29 [2005]~P38(x20051)+P12(a1,f33(x20051,f35(f35(f17(x20051),x20052),x20053)),f35(f35(f17(a1),f35(f35(f17(a1),f33(x20051,x20052)),f33(x20051,x20053))),f44(x20051)))
% 289.44/289.29 [2006]~P38(x20061)+P12(a1,f33(x20061,f35(f35(f17(x20061),x20062),x20063)),f35(f35(f17(a1),f35(f35(f17(a1),f33(x20061,x20062)),f33(x20061,x20063))),f40(x20061)))
% 289.44/289.29 [2007]~P38(x20071)+P12(a1,f33(x20071,f35(f35(f17(x20071),x20072),x20073)),f35(f35(f17(a1),f35(f35(f17(a1),f33(x20071,x20072)),f33(x20071,x20073))),f54(x20071)))
% 289.44/289.29 [2019]P12(a2,x20191,x20192)+~P12(a2,f35(f35(f17(a2),f18(a2,x20193,f7(a2))),x20191),f35(f35(f17(a2),f18(a2,x20193,f7(a2))),x20192))
% 289.44/289.29 [2027]~P47(x20271)+E(f16(x20271,f35(f35(f21(x20271),x20272),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f35(f35(f21(x20271),x20273),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),f35(f35(f17(x20271),f16(x20271,x20272,x20273)),f18(x20271,x20272,x20273)))
% 289.44/289.29 [1582]~P26(x15821)+E(f35(f35(f17(x15821),f35(f35(f21(x15821),x15822),x15823)),x15822),f35(f35(f17(x15821),x15822),f35(f35(f21(x15821),x15822),x15823)))
% 289.44/289.29 [1599]~P26(x15991)+E(f35(f35(f17(x15991),f35(f35(f21(x15991),x15992),x15993)),x15992),f35(f35(f21(x15991),x15992),f18(a2,x15993,f7(a2))))
% 289.44/289.29 [1600]~P44(x16001)+E(f35(f35(f17(x16001),f35(f35(f21(x16001),x16002),x16003)),x16002),f35(f35(f21(x16001),x16002),f18(a2,x16003,f7(a2))))
% 289.44/289.29 [2053]~P13(a3,f6(a3),x20533)+P13(a3,x20531,f18(a3,x20532,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x20532,x20531)),f7(a3))),x20533)))
% 289.44/289.29 [2054]~P13(a3,f6(a3),x20543)+P13(a3,f16(a3,x20541,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x20541,x20542)),f7(a3))),x20543)),x20542)
% 289.44/289.29 [1409]~P44(x14091)+E(f18(x14091,x14092,f18(x14091,x14093,x14094)),f18(x14091,x14093,f18(x14091,x14092,x14094)))
% 289.44/289.29 [1411]~P8(x14111)+E(f18(x14111,f18(x14111,x14112,x14113),x14114),f18(x14111,x14112,f18(x14111,x14113,x14114)))
% 289.44/289.29 [1412]~P44(x14121)+E(f18(x14121,f18(x14121,x14122,x14123),x14124),f18(x14121,x14122,f18(x14121,x14123,x14124)))
% 289.44/289.29 [1413]~P44(x14131)+E(f18(x14131,f18(x14131,x14132,x14133),x14134),f18(x14131,f18(x14131,x14132,x14134),x14133))
% 289.44/289.29 [1520]~P48(x15201)+E(f35(f27(x15201,x15202),f35(f27(x15201,x15203),x15204)),f35(f27(x15201,f28(x15201,x15202,x15203)),x15204))
% 289.44/289.29 [1772]~P11(x17721)+E(f13(x17721,f16(x17721,x17722,f13(x17721,x17723,x17724)),x17724),f13(x17721,f16(x17721,x17722,x17723),x17724))
% 289.44/289.29 [1774]~P11(x17741)+E(f13(x17741,f16(x17741,f13(x17741,x17742,x17743),x17744),x17743),f13(x17741,f16(x17741,x17742,x17744),x17743))
% 289.44/289.29 [1775]~P10(x17751)+E(f13(x17751,f18(x17751,x17752,f13(x17751,x17753,x17754)),x17754),f13(x17751,f18(x17751,x17752,x17753),x17754))
% 289.44/289.29 [1776]~P10(x17761)+E(f13(x17761,f18(x17761,f13(x17761,x17762,x17763),x17764),x17763),f13(x17761,f18(x17761,x17762,x17764),x17763))
% 289.44/289.29 [1907]~P48(x19071)+E(f18(f112(x19071),f23(x19071,x19072,f6(f112(x19071))),f35(f35(f17(f112(x19071)),x19073),f28(x19071,x19074,x19073))),f28(x19071,f23(x19071,x19072,x19074),x19073))
% 289.44/289.29 [1916]~P10(x19161)+E(f13(x19161,f18(x19161,f13(x19161,x19162,x19163),f13(x19161,x19164,x19163)),x19163),f13(x19161,f18(x19161,x19162,x19164),x19163))
% 289.44/289.29 [1917]~P11(x19171)+E(f13(x19171,f16(x19171,f13(x19171,x19172,x19173),f13(x19171,x19174,x19173)),x19173),f13(x19171,f16(x19171,x19172,x19174),x19173))
% 289.44/289.29 [1970]~P10(x19701)+E(f18(x19701,f18(x19701,f35(f35(f17(x19701),x19702),f14(x19701,x19703,x19702)),f13(x19701,x19703,x19702)),x19704),f18(x19701,x19703,x19704))
% 289.44/289.29 [2015]~P10(x20151)+E(f18(x20151,f18(x20151,f35(f35(f17(x20151),f14(x20151,x20152,x20153)),x20153),f13(x20151,x20152,x20153)),x20154),f18(x20151,x20152,x20154))
% 289.44/289.29 [1377]~P44(x13771)+E(f35(f35(f17(x13771),x13772),f35(f35(f17(x13771),x13773),x13774)),f35(f35(f17(x13771),x13773),f35(f35(f17(x13771),x13772),x13774)))
% 289.44/289.29 [1592]~P44(x15921)+E(f18(x15921,f35(f35(f17(x15921),x15922),x15923),f35(f35(f17(x15921),x15922),x15924)),f35(f35(f17(x15921),x15922),f18(x15921,x15923,x15924)))
% 289.44/289.29 [1594]~P38(x15941)+E(f18(x15941,f35(f35(f17(x15941),x15942),x15943),f35(f35(f17(x15941),x15942),x15944)),f35(f35(f17(x15941),x15942),f18(x15941,x15943,x15944)))
% 289.44/289.29 [1596]~P38(x15961)+E(f16(x15961,f35(f35(f17(x15961),x15962),x15963),f35(f35(f17(x15961),x15962),x15964)),f35(f35(f17(x15961),x15962),f16(x15961,x15963,x15964)))
% 289.44/289.29 [1597]~P10(x15971)+E(f13(x15971,f35(f35(f17(x15971),x15972),x15973),f35(f35(f17(x15971),x15972),x15974)),f35(f35(f17(x15971),x15972),f13(x15971,x15973,x15974)))
% 289.44/289.29 [1700]~P48(x17001)+E(f18(x17001,f35(f27(x17001,x17002),x17003),f35(f27(x17001,x17004),x17003)),f35(f27(x17001,f18(f112(x17001),x17002,x17004)),x17003))
% 289.44/289.29 [1701]~P46(x17011)+E(f16(x17011,f35(f27(x17011,x17012),x17013),f35(f27(x17011,x17014),x17013)),f35(f27(x17011,f16(f112(x17011),x17012,x17014)),x17013))
% 289.44/289.29 [1731]~P26(x17311)+E(f35(f35(f17(x17311),f35(f35(f21(x17311),x17312),x17313)),f35(f35(f21(x17311),x17312),x17314)),f35(f35(f21(x17311),x17312),f18(a2,x17313,x17314)))
% 289.44/289.29 [1732]~P44(x17321)+E(f35(f35(f17(x17321),f35(f35(f21(x17321),x17322),x17323)),f35(f35(f21(x17321),x17322),x17324)),f35(f35(f21(x17321),x17322),f18(a2,x17323,x17324)))
% 289.44/289.29 [1747]~P38(x17471)+E(f18(x17471,f35(f35(f17(x17471),x17472),x17473),f35(f35(f17(x17471),x17474),x17473)),f35(f35(f17(x17471),f18(x17471,x17472,x17474)),x17473))
% 289.44/289.29 [1748]~P45(x17481)+E(f18(x17481,f35(f35(f17(x17481),x17482),x17483),f35(f35(f17(x17481),x17484),x17483)),f35(f35(f17(x17481),f18(x17481,x17482,x17484)),x17483))
% 289.44/289.29 [1750]~P38(x17501)+E(f16(x17501,f35(f35(f17(x17501),x17502),x17503),f35(f35(f17(x17501),x17504),x17503)),f35(f35(f17(x17501),f16(x17501,x17502,x17504)),x17503))
% 289.44/289.29 [1751]~P44(x17511)+E(f18(x17511,f35(f35(f17(x17511),x17512),x17513),f35(f35(f17(x17511),x17514),x17513)),f35(f35(f17(x17511),f18(x17511,x17512,x17514)),x17513))
% 289.44/289.29 [1752]~P10(x17521)+E(f13(x17521,f35(f35(f17(x17521),x17522),x17523),f35(f35(f17(x17521),x17524),x17523)),f35(f35(f17(x17521),f13(x17521,x17522,x17524)),x17523))
% 289.44/289.29 [1753]~P10(x17531)+E(f13(x17531,f35(f35(f17(x17531),x17532),f13(x17531,x17533,x17534)),x17534),f13(x17531,f35(f35(f17(x17531),x17532),x17533),x17534))
% 289.44/289.29 [1806]~P48(x18061)+E(f18(x18061,x18062,f35(f35(f17(x18061),x18063),f35(f27(x18061,x18064),x18063))),f35(f27(x18061,f23(x18061,x18062,x18064)),x18063))
% 289.44/289.29 [1914]~P10(x19141)+E(f13(x19141,f35(f35(f17(x19141),f13(x19141,x19142,x19143)),x19144),x19143),f13(x19141,f35(f35(f17(x19141),x19142),x19144),x19143))
% 289.44/289.29 [1955]~P10(x19551)+E(f13(x19551,f35(f35(f17(x19551),f13(x19551,x19552,x19553)),f13(x19551,x19554,x19553)),x19553),f13(x19551,f35(f35(f17(x19551),x19552),x19554),x19553))
% 289.44/289.29 [1552]~P18(x15521)+E(f14(f112(x15521),x15522,f35(f35(f17(f112(x15521)),x15523),x15524)),f14(f112(x15521),f14(f112(x15521),x15522,x15523),x15524))
% 289.44/289.29 [1571]~P44(x15711)+E(f35(f35(f21(x15711),f35(f35(f21(x15711),x15712),x15713)),x15714),f35(f35(f21(x15711),x15712),f35(f35(f17(a2),x15713),x15714)))
% 289.44/289.29 [1572]~P26(x15721)+E(f35(f35(f21(x15721),f35(f35(f21(x15721),x15722),x15723)),x15724),f35(f35(f21(x15721),x15722),f35(f35(f17(a2),x15723),x15724)))
% 289.44/289.29 [1580]~P44(x15801)+E(f35(f35(f17(x15801),f35(f35(f17(x15801),x15802),x15803)),x15804),f35(f35(f17(x15801),x15802),f35(f35(f17(x15801),x15803),x15804)))
% 289.44/289.29 [1581]~P19(x15811)+E(f35(f35(f17(x15811),f35(f35(f17(x15811),x15812),x15813)),x15814),f35(f35(f17(x15811),x15812),f35(f35(f17(x15811),x15813),x15814)))
% 289.44/289.29 [1605]~P10(x16051)+E(f13(x16051,f18(x16051,x16052,f35(f35(f17(x16051),x16053),x16054)),x16054),f13(x16051,x16052,x16054))
% 289.44/289.29 [1606]~P10(x16061)+E(f13(x16061,f18(x16061,x16062,f35(f35(f17(x16061),x16063),x16064)),x16063),f13(x16061,x16062,x16063))
% 289.44/289.29 [1730]~P44(x17301)+E(f35(f35(f17(x17301),f35(f35(f17(x17301),x17302),x17303)),x17304),f35(f35(f17(x17301),f35(f35(f17(x17301),x17302),x17304)),x17303))
% 289.44/289.29 [1837]~P44(x18371)+E(f35(f35(f17(x18371),f35(f35(f21(x18371),x18372),x18373)),f35(f35(f21(x18371),x18374),x18373)),f35(f35(f21(x18371),f35(f35(f17(x18371),x18372),x18374)),x18373))
% 289.44/289.29 [1838]~P23(x18381)+E(f35(f35(f17(x18381),f35(f35(f21(x18381),x18382),x18383)),f35(f35(f21(x18381),x18384),x18383)),f35(f35(f21(x18381),f35(f35(f17(x18381),x18382),x18384)),x18383))
% 289.44/289.29 [1886]~P48(x18861)+E(f18(f112(x18861),f35(f35(f17(f112(x18861)),x18862),x18863),f35(f35(f17(f112(x18861)),x18864),x18863)),f35(f35(f17(f112(x18861)),f18(f112(x18861),x18862,x18864)),x18863))
% 289.44/289.29 [1998]~P18(x19981)+E(f18(f112(x19981),f35(f35(f17(f112(x19981)),x19982),f13(f112(x19981),f14(f112(x19981),x19983,x19982),x19984)),f13(f112(x19981),x19983,x19982)),f13(f112(x19981),x19983,f35(f35(f17(f112(x19981)),x19982),x19984)))
% 289.44/289.29 [1784]~P44(x17841)+E(f35(f27(x17841,f35(f35(f21(f112(x17841)),x17842),x17843)),x17844),f35(f35(f21(x17841),f35(f27(x17841,x17842),x17844)),x17843))
% 289.44/289.29 [1858]~P48(x18581)+E(f35(f35(f17(x18581),f35(f27(x18581,x18582),x18583)),f35(f27(x18581,x18584),x18583)),f35(f27(x18581,f35(f35(f17(f112(x18581)),x18582),x18584)),x18583))
% 289.44/289.29 [1777]~P44(x17771)+E(f18(x17771,f18(x17771,x17772,x17773),f18(x17771,x17774,x17775)),f18(x17771,f18(x17771,x17772,x17774),f18(x17771,x17773,x17775)))
% 289.44/289.29 [1778]~P9(x17781)+E(f18(x17781,f16(x17781,x17782,x17783),f16(x17781,x17784,x17785)),f16(x17781,f18(x17781,x17782,x17784),f18(x17781,x17783,x17785)))
% 289.44/289.29 [1785]~P21(x17851)+E(f23(x17851,f18(x17851,x17852,x17853),f18(f112(x17851),x17854,x17855)),f18(f112(x17851),f23(x17851,x17852,x17854),f23(x17851,x17853,x17855)))
% 289.44/289.29 [1786]~P9(x17861)+E(f23(x17861,f16(x17861,x17862,x17863),f16(f112(x17861),x17864,x17865)),f16(f112(x17861),f23(x17861,x17862,x17864),f23(x17861,x17863,x17865)))
% 289.44/289.29 [2029]~P36(x20291)+P12(a1,f33(x20291,f16(x20291,f18(x20291,x20292,x20293),f18(x20291,x20294,x20295))),f18(a1,f33(x20291,f16(x20291,x20292,x20294)),f33(x20291,f16(x20291,x20293,x20295))))
% 289.44/289.29 [2031]~P4(x20311)+P12(x20311,f12(x20311,f16(x20311,f18(x20311,x20312,x20313),f18(x20311,x20314,x20315))),f18(x20311,f12(x20311,f16(x20311,x20312,x20314)),f12(x20311,f16(x20311,x20313,x20315))))
% 289.44/289.29 [1901]~P44(x19011)+E(f35(f35(f17(x19011),f35(f35(f17(x19011),x19012),x19013)),f35(f35(f17(x19011),x19014),x19015)),f35(f35(f17(x19011),f35(f35(f17(x19011),x19012),x19014)),f35(f35(f17(x19011),x19013),x19015)))
% 289.44/289.29 [1982]~P63(x19821)+E(f18(x19821,f35(f35(f17(x19821),x19822),f16(x19821,x19823,x19824)),f35(f35(f17(x19821),f16(x19821,x19822,x19825)),x19824)),f16(x19821,f35(f35(f17(x19821),x19822),x19823),f35(f35(f17(x19821),x19825),x19824)))
% 289.44/289.29 [2049]~P38(x20491)+E(f18(x20491,f18(x20491,f35(f35(f17(x20491),f16(x20491,x20492,x20493)),f16(x20491,x20494,x20495)),f35(f35(f17(x20491),f16(x20491,x20492,x20493)),x20495)),f35(f35(f17(x20491),x20493),f16(x20491,x20494,x20495))),f16(x20491,f35(f35(f17(x20491),x20492),x20494),f35(f35(f17(x20491),x20493),x20495)))
% 289.44/289.29 [1967]~P69(x19671)+E(f18(x19671,f35(f35(f17(x19671),x19672),x19673),f18(x19671,f35(f35(f17(x19671),x19674),x19673),x19675)),f18(x19671,f35(f35(f17(x19671),f18(x19671,x19672,x19674)),x19673),x19675))
% 289.44/289.29 [2023]~P12(a2,x20231,x20234)+E(f16(a2,f18(a2,f35(f35(f17(a2),x20231),x20232),x20233),f18(a2,f35(f35(f17(a2),x20234),x20232),x20235)),f16(a2,x20233,f18(a2,f35(f35(f17(a2),f16(a2,x20234,x20231)),x20232),x20235)))
% 289.44/289.29 [2024]~P12(a2,x20244,x20241)+E(f16(a2,f18(a2,f35(f35(f17(a2),x20241),x20242),x20243),f18(a2,f35(f35(f17(a2),x20244),x20242),x20245)),f16(a2,f18(a2,f35(f35(f17(a2),f16(a2,x20241,x20244)),x20242),x20243),x20245))
% 289.44/289.29 [2059]~P32(x20595)+E(f35(f35(f35(x20591,x20592),x20593),f25(x20594,f37(x20593,f6(f112(x20595))),x20596,f29(x20594,x20595,x20596,x20591,x20593))),f29(x20594,x20595,x20596,x20591,f23(x20595,x20592,x20593)))
% 289.44/289.29 [2048]~P40(x20481)+E(f18(x20481,f35(f35(f17(x20481),x20482),f34(x20481,f16(x20481,x20483,x20484),x20485)),f35(f35(f17(x20481),f34(x20481,f16(x20481,x20482,x20486),x20485)),x20484)),f34(x20481,f16(x20481,f35(f35(f17(x20481),x20482),x20483),f35(f35(f17(x20481),x20486),x20484)),x20485))
% 289.44/289.29 [943]~E(x9431,f7(a1))+E(f31(x9431),f6(a1))+~P13(a1,f6(a1),x9431)
% 289.44/289.29 [947]~E(f31(x9471),f6(a1))+E(x9471,f7(a1))+~P13(a1,f6(a1),x9471)
% 289.44/289.29 [1211]~P13(a1,x12111,f7(a1))+~P13(a1,f6(a1),x12111)+P13(a1,f31(x12111),f6(a1))
% 289.44/289.29 [1236]~P13(a1,f6(a1),x12361)+~P13(a1,f31(x12361),f6(a1))+P13(a1,x12361,f7(a1))
% 289.44/289.29 [1238]~P13(a1,f6(a1),x12381)+~P12(a1,f6(a1),f31(x12381))+P12(a1,f7(a1),x12381)
% 289.44/289.29 [1240]~P13(a1,f6(a1),x12401)+~P13(a1,f6(a1),f31(x12401))+P13(a1,f7(a1),x12401)
% 289.44/289.29 [1887]E(x18871,f6(a2))+E(x18871,f18(a2,f6(a2),f7(a2)))+~P13(a2,x18871,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))
% 289.44/289.29 [959]E(x9591,x9592)+P13(a2,x9592,x9591)+P13(a2,x9591,x9592)
% 289.44/289.29 [960]E(x9601,x9602)+P13(a3,x9602,x9601)+P13(a3,x9601,x9602)
% 289.44/289.29 [1020]E(x10201,x10202)+P13(a1,x10201,x10202)+~P12(a1,x10201,x10202)
% 289.44/289.29 [1023]E(x10231,x10232)+P13(a2,x10231,x10232)+~P12(a2,x10231,x10232)
% 289.44/289.29 [1024]E(x10241,x10242)+P13(a3,x10241,x10242)+~P12(a3,x10241,x10242)
% 289.44/289.29 [1086]E(x10861,x10862)+~P12(a1,x10862,x10861)+~P12(a1,x10861,x10862)
% 289.44/289.29 [1087]E(x10871,x10872)+~P12(a2,x10872,x10871)+~P12(a2,x10871,x10872)
% 289.44/289.29 [1088]E(x10881,x10882)+~P12(a3,x10882,x10881)+~P12(a3,x10881,x10882)
% 289.44/289.29 [786]~P36(x7861)+~E(x7862,f6(x7861))+E(f33(x7861,x7862),f6(a1))
% 289.44/289.29 [787]~P4(x7871)+~E(x7872,f6(x7871))+E(f12(x7871,x7872),f6(x7871))
% 289.44/289.29 [788]~P36(x7881)+~E(x7882,f6(x7881))+E(f19(x7881,x7882),f6(x7881))
% 289.44/289.29 [789]~P43(x7891)+~E(x7892,f6(x7891))+E(f19(x7891,x7892),f6(x7891))
% 289.44/289.29 [794]~P36(x7942)+E(x7941,f6(x7942))+~E(f33(x7942,x7941),f6(a1))
% 289.44/289.29 [795]~P4(x7952)+~E(f12(x7952,x7951),f6(x7952))+E(x7951,f6(x7952))
% 289.44/289.29 [796]~P36(x7962)+~E(f19(x7962,x7961),f6(x7962))+E(x7961,f6(x7962))
% 289.44/289.29 [797]~P43(x7972)+~E(f19(x7972,x7971),f6(x7972))+E(x7971,f6(x7972))
% 289.44/289.29 [839]~E(x8392,f6(a2))+~E(x8391,f6(a2))+E(f18(a2,x8391,x8392),f6(a2))
% 289.44/289.29 [860]~P10(x8602)+E(f14(x8602,x8601,x8601),f7(x8602))+E(x8601,f6(x8602))
% 289.44/289.29 [875]~P5(x8751)+~E(x8752,f6(x8751))+E(f18(x8751,x8752,x8752),f6(x8751))
% 289.44/289.29 [919]~P36(x9192)+E(x9191,f6(x9192))+P13(a1,f6(a1),f33(x9192,x9191))
% 289.44/289.29 [924]~P43(x9241)+P13(x9241,f6(x9241),x9242)+~E(f19(x9241,x9242),f7(x9241))
% 289.44/289.29 [933]~P36(x9331)+~E(x9332,f6(x9331))+P12(a1,f33(x9331,x9332),f6(a1))
% 289.44/289.29 [940]~P4(x9402)+P13(x9402,f6(x9402),f12(x9402,x9401))+E(x9401,f6(x9402))
% 289.44/289.29 [946]~P4(x9461)+P12(x9461,f12(x9461,x9462),f6(x9461))+~E(x9462,f6(x9461))
% 289.44/289.29 [950]~P5(x9502)+~E(f18(x9502,x9501,x9501),f6(x9502))+E(x9501,f6(x9502))
% 289.44/289.29 [963]~P36(x9632)+~P15(x9632,x9631)+P13(a1,f6(a1),f47(x9631,x9632))
% 289.44/289.29 [964]~P36(x9642)+~P15(x9642,x9641)+P13(a1,f6(a1),f56(x9641,x9642))
% 289.44/289.29 [977]~P4(x9771)+~P12(x9771,f6(x9771),x9772)+E(f12(x9771,x9772),x9772)
% 289.44/289.29 [978]~P4(x9781)+~P13(x9781,f6(x9781),x9782)+E(f12(x9781,x9782),x9782)
% 289.44/289.29 [989]~P43(x9891)+~P13(x9891,f6(x9891),x9892)+E(f19(x9891,x9892),f7(x9891))
% 289.44/289.29 [993]~P35(x9931)+P16(x9931,x9932)+P12(a2,f48(x9932,x9931),f55(x9932,x9931))
% 289.44/289.29 [994]~P35(x9941)+P17(x9941,x9942)+P12(a2,f59(x9942,x9941),f66(x9942,x9941))
% 289.44/289.29 [1026]~P36(x10262)+E(x10261,f6(x10262))+~P12(a1,f33(x10262,x10261),f6(a1))
% 289.44/289.29 [1028]~P36(x10282)+~E(x10281,f6(x10282))+~P13(a1,f6(a1),f33(x10282,x10281))
% 289.44/289.29 [1037]~P4(x10372)+~P12(x10372,f12(x10372,x10371),f6(x10372))+E(x10371,f6(x10372))
% 289.44/289.29 [1064]~P4(x10642)+~P13(x10642,f6(x10642),f12(x10642,x10641))+~E(x10641,f6(x10642))
% 289.44/289.29 [1099]E(x10991,x10992)+~E(f16(a2,x10992,x10991),f6(a2))+~E(f16(a2,x10991,x10992),f6(a2))
% 289.44/289.29 [1142]~P43(x11421)+~P13(x11421,f6(x11421),x11422)+P13(x11421,f6(x11421),f19(x11421,x11422))
% 289.44/289.29 [1143]~P43(x11431)+~P13(x11431,x11432,f6(x11431))+P13(x11431,f19(x11431,x11432),f6(x11431))
% 289.44/289.29 [1154]~P43(x11541)+~P13(x11541,f19(x11541,x11542),f6(x11541))+P13(x11541,x11542,f6(x11541))
% 289.44/289.29 [1155]~P43(x11551)+~P13(x11551,f6(x11551),f19(x11551,x11552))+P13(x11551,f6(x11551),x11552)
% 289.44/289.29 [1184]~P13(a3,x11842,x11841)+E(f13(a3,x11841,x11842),x11841)+~P12(a3,x11841,f6(a3))
% 289.44/289.29 [1185]~P13(a3,x11851,x11852)+E(f13(a3,x11851,x11852),x11851)+~P12(a3,f6(a3),x11851)
% 289.44/289.29 [1188]~P13(a3,x11882,x11881)+~P12(a3,x11881,f6(a3))+E(f14(a3,x11881,x11882),f6(a3))
% 289.44/289.29 [1191]~P13(a3,x11911,x11912)+~P12(a3,f6(a3),x11911)+E(f14(a3,x11911,x11912),f6(a3))
% 289.44/289.29 [1286]~P12(a2,f20(x12861),x12862)+P12(a1,x12861,f32(a2,x12862))+~P12(a1,f6(a1),x12861)
% 289.44/289.29 [1287]~P12(a2,x12871,f30(x12872))+P12(a1,f32(a2,x12871),x12872)+~P12(a1,f6(a1),x12872)
% 289.44/289.29 [1288]~P12(a3,f6(a3),x12882)+~P12(a3,f6(a3),x12881)+P12(a3,f6(a3),f24(x12881,x12882))
% 289.44/289.29 [1289]~P13(a1,f6(a1),x12891)+~P13(a2,f6(a2),x12892)+P13(a1,f6(a1),f60(x12891,x12892))
% 289.44/289.29 [1290]~P13(a1,f6(a1),x12901)+~P13(a2,f6(a2),x12902)+P13(a1,f6(a1),f65(x12901,x12902))
% 289.44/289.29 [1304]P13(a2,f30(x13041),x13042)+~P13(a1,x13041,f32(a2,x13042))+~P12(a1,f6(a1),x13041)
% 289.44/289.29 [1307]~P5(x13071)+~P12(x13071,f6(x13071),x13072)+P12(x13071,f6(x13071),f18(x13071,x13072,x13072))
% 289.44/289.29 [1308]~P5(x13081)+~P13(x13081,f6(x13081),x13082)+P13(x13081,f6(x13081),f18(x13081,x13082,x13082))
% 289.44/289.29 [1309]~P5(x13091)+~P12(x13091,x13092,f6(x13091))+P12(x13091,f18(x13091,x13092,x13092),f6(x13091))
% 289.44/289.29 [1310]~P5(x13101)+~P13(x13101,x13102,f6(x13101))+P13(x13101,f18(x13101,x13102,x13102),f6(x13101))
% 289.44/289.29 [1311]~P43(x13111)+~P13(x13111,x13112,f6(x13111))+P13(x13111,f18(x13111,x13112,x13112),f6(x13111))
% 289.44/289.29 [1417]~P5(x14171)+~P12(x14171,f18(x14171,x14172,x14172),f6(x14171))+P12(x14171,x14172,f6(x14171))
% 289.44/289.29 [1418]~P5(x14181)+~P13(x14181,f18(x14181,x14182,x14182),f6(x14181))+P13(x14181,x14182,f6(x14181))
% 289.44/289.29 [1419]~P43(x14191)+~P13(x14191,f18(x14191,x14192,x14192),f6(x14191))+P13(x14191,x14192,f6(x14191))
% 289.44/289.29 [1420]~P5(x14201)+~P12(x14201,f6(x14201),f18(x14201,x14202,x14202))+P12(x14201,f6(x14201),x14202)
% 289.44/289.29 [1421]~P5(x14211)+~P13(x14211,f6(x14211),f18(x14211,x14212,x14212))+P13(x14211,f6(x14211),x14212)
% 289.44/289.29 [1426]~P12(a3,x14262,x14261)+~P13(a3,f6(a3),x14262)+P13(a3,f6(a3),f14(a3,x14261,x14262))
% 289.44/289.29 [1429]P13(a2,f16(a2,x14291,x14292),x14291)+~P13(a2,f6(a2),x14291)+~P13(a2,f6(a2),x14292)
% 289.44/289.29 [1430]P13(a2,f14(a2,x14301,x14302),x14301)+~P13(a2,f6(a2),x14301)+~P13(a2,f7(a2),x14302)
% 289.44/289.29 [1431]P13(a3,f14(a3,x14311,x14312),x14311)+~P13(a3,f6(a3),x14311)+~P13(a3,f7(a3),x14312)
% 289.44/289.29 [1435]~P12(a3,x14351,f6(a3))+~P13(a3,x14352,f6(a3))+P12(a3,f6(a3),f14(a3,x14351,x14352))
% 289.44/289.29 [1436]~P12(a3,f6(a3),x14362)+~P12(a3,f6(a3),x14361)+P12(a3,f6(a3),f18(a3,x14361,x14362))
% 289.44/289.29 [1437]~P12(a3,f6(a3),x14372)+~P12(a3,f6(a3),x14371)+P12(a3,f6(a3),f14(a3,x14371,x14372))
% 289.44/289.29 [1438]~P12(a3,f6(a3),x14381)+~P13(a3,f6(a3),x14382)+P12(a3,f6(a3),f14(a3,x14381,x14382))
% 289.44/289.29 [1439]~P12(a3,f6(a3),x14392)+~P12(a3,f6(a3),x14391)+P12(a3,f6(a3),f13(a3,x14391,x14392))
% 289.44/289.29 [1440]~P12(a3,x14401,f6(a3))+~P13(a3,f6(a3),x14402)+P12(a3,f14(a3,x14401,x14402),f6(a3))
% 289.44/289.29 [1441]~P13(a3,x14412,f6(a3))+~P12(a3,f6(a3),x14411)+P12(a3,f14(a3,x14411,x14412),f6(a3))
% 289.44/289.29 [1442]~P13(a3,x14422,f6(a3))+~P13(a3,f6(a3),x14421)+P13(a3,f14(a3,x14421,x14422),f6(a3))
% 289.44/289.29 [1444]~P13(a3,x14441,f6(a3))+~P13(a3,f6(a3),x14442)+P13(a3,f14(a3,x14441,x14442),f6(a3))
% 289.44/289.29 [1503]P13(a2,f6(a2),x15031)+P13(a2,f6(a2),x15032)+~P13(a2,f6(a2),f18(a2,x15032,x15031))
% 289.44/289.29 [1540]P12(a3,x15401,x15402)+~P13(a3,f6(a3),x15401)+~P13(a3,f6(a3),f14(a3,x15402,x15401))
% 289.44/289.29 [1541]P12(a3,x15411,x15412)+~P12(a3,f6(a3),x15412)+~P13(a3,f6(a3),f14(a3,x15412,x15411))
% 289.44/289.29 [1542]P12(a3,x15421,f6(a3))+~P13(a3,x15422,f6(a3))+~P12(a3,f6(a3),f14(a3,x15421,x15422))
% 289.44/289.29 [1543]P13(a3,x15431,f6(a3))+~P13(a3,f6(a3),x15432)+~P13(a3,f14(a3,x15431,x15432),f6(a3))
% 289.44/289.29 [1544]P13(a3,f6(a3),x15441)+~P13(a3,x15442,f6(a3))+~P13(a3,f14(a3,x15441,x15442),f6(a3))
% 289.44/289.29 [1545]P12(a3,f6(a3),x15451)+~P13(a3,f6(a3),x15452)+~P12(a3,f6(a3),f14(a3,x15451,x15452))
% 289.44/289.29 [1546]P13(a3,f6(a3),x15461)+~P12(a3,f6(a3),x15462)+~P13(a3,f6(a3),f14(a3,x15462,x15461))
% 289.44/289.29 [1633]E(f18(a3,x16331,x16332),f13(a3,x16331,x16332))+~P13(a3,f6(a3),x16331)+~P12(a3,f18(a3,x16331,x16332),f6(a3))
% 289.44/289.29 [799]~P32(x7991)+E(f15(x7991,x7992),f6(a2))+~E(x7992,f6(f112(x7991)))
% 289.44/289.29 [800]~P32(x8002)+~E(f15(x8002,x8001),f6(a2))+E(x8001,f6(f112(x8002)))
% 289.44/289.29 [806]~P36(x8062)+E(x8061,f6(x8062))+E(f33(x8062,f19(x8062,x8061)),f7(a1))
% 289.44/289.29 [811]~P36(x8111)+~E(x8112,f6(x8111))+E(f33(x8111,f19(x8111,x8112)),f6(a1))
% 289.44/289.29 [1071]P13(a2,f41(x10712,x10711),x10712)+~P72(f35(x10711,x10712))+P72(f35(x10711,f6(a2)))
% 289.44/289.29 [1133]E(x11331,f6(a2))+E(x11332,f6(a2))+~E(f18(a2,x11332,x11331),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1134]E(x11341,f6(a2))+E(x11342,f6(a2))+~E(f18(a2,f6(a2),f7(a2)),f18(a2,x11342,x11341))
% 289.44/289.29 [1159]~E(x11592,f6(a2))+~E(x11591,f18(a2,f6(a2),f7(a2)))+E(f18(a2,x11591,x11592),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1160]~E(x11601,f6(a2))+~E(x11602,f18(a2,f6(a2),f7(a2)))+E(f18(a2,x11601,x11602),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1161]~E(x11612,f6(a2))+~E(x11611,f18(a2,f6(a2),f7(a2)))+E(f18(a2,f6(a2),f7(a2)),f18(a2,x11611,x11612))
% 289.44/289.29 [1162]~E(x11621,f6(a2))+~E(x11622,f18(a2,f6(a2),f7(a2)))+E(f18(a2,f6(a2),f7(a2)),f18(a2,x11621,x11622))
% 289.44/289.29 [1214]E(x12141,f6(a2))+E(x12141,f18(a2,f6(a2),f7(a2)))+~E(f18(a2,x12142,x12141),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1215]E(x12151,f6(a2))+E(x12151,f18(a2,f6(a2),f7(a2)))+~E(f18(a2,x12151,x12152),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1216]E(x12161,f6(a2))+E(x12161,f18(a2,f6(a2),f7(a2)))+~E(f18(a2,f6(a2),f7(a2)),f18(a2,x12162,x12161))
% 289.44/289.29 [1217]E(x12171,f6(a2))+E(x12171,f18(a2,f6(a2),f7(a2)))+~E(f18(a2,f6(a2),f7(a2)),f18(a2,x12171,x12172))
% 289.44/289.29 [1343]E(x13431,f18(a2,f6(a2),f7(a2)))+E(x13432,f18(a2,f6(a2),f7(a2)))+~E(f18(a2,x13431,x13432),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1344]E(x13441,f18(a2,f6(a2),f7(a2)))+E(x13442,f18(a2,f6(a2),f7(a2)))+~E(f18(a2,f6(a2),f7(a2)),f18(a2,x13441,x13442))
% 289.44/289.29 [1356]~P13(a2,x13561,x13562)+P13(a2,f18(a2,x13561,f7(a2)),x13562)+E(f18(a2,x13561,f7(a2)),x13562)
% 289.44/289.29 [1373]E(x13731,x13732)+P13(a2,x13731,x13732)+~P13(a2,x13731,f18(a2,x13732,f7(a2)))
% 289.44/289.29 [1374]E(x13741,x13742)+P13(a3,x13741,x13742)+~P13(a3,x13741,f18(a3,x13742,f7(a3)))
% 289.44/289.29 [1446]P13(a2,f84(x14462,x14461),x14462)+E(x14461,f6(a2))+~P13(a2,x14461,f18(a2,x14462,f7(a2)))
% 289.44/289.29 [1451]E(x14511,x14512)+~P12(a2,x14512,x14511)+~P13(a2,x14511,f18(a2,x14512,f7(a2)))
% 289.44/289.29 [1452]E(x14521,f6(a2))+~P13(a2,x14521,f18(a2,x14522,f7(a2)))+E(f18(a2,f84(x14522,x14521),f7(a2)),x14521)
% 289.44/289.29 [1469]~P35(x14691)+P16(x14691,x14692)+~P12(x14691,f35(x14692,f55(x14692,x14691)),f35(x14692,f48(x14692,x14691)))
% 289.44/289.29 [1470]~P35(x14701)+P17(x14701,x14702)+~P12(x14701,f35(x14702,f59(x14702,x14701)),f35(x14702,f66(x14702,x14701)))
% 289.44/289.29 [1514]P12(a2,x15141,x15142)+~P12(a2,x15141,f18(a2,x15142,f7(a2)))+E(x15141,f18(a2,x15142,f7(a2)))
% 289.44/289.29 [1663]E(f30(x16631),x16632)+~P12(a1,f32(a2,x16632),x16631)+~P13(a1,x16631,f18(a1,f32(a2,x16632),f7(a1)))
% 289.44/289.29 [1712]~P13(a1,f32(a2,x17122),x17121)+~P12(a1,x17121,f18(a1,f32(a2,x17122),f7(a1)))+E(f20(x17121),f18(a2,x17122,f7(a2)))
% 289.44/289.29 [1788]P13(a2,x17881,x17882)+~P13(a2,f6(a2),x17882)+E(f18(a2,f14(a2,f16(a2,x17881,x17882),x17882),f7(a2)),f14(a2,x17881,x17882))
% 289.44/289.29 [1821]~P12(a2,x18212,x18211)+~P13(a2,f6(a2),x18212)+E(f18(a2,f14(a2,f16(a2,x18211,x18212),x18212),f7(a2)),f14(a2,x18211,x18212))
% 289.44/289.29 [819]~E(x8192,f7(a2))+~E(x8191,f7(a2))+E(f35(f35(f17(a2),x8191),x8192),f7(a2))
% 289.44/289.29 [886]E(x8861,f7(a2))+E(x8862,f6(a2))+~E(f35(f35(f17(a2),x8862),x8861),x8862)
% 289.44/289.29 [887]E(x8871,f6(a2))+E(x8872,f6(a2))+~E(f35(f35(f17(a2),x8872),x8871),f6(a2))
% 289.44/289.29 [1082]E(x10821,f7(a3))+~P13(a3,f6(a3),x10822)+~E(f35(f35(f17(a3),x10822),x10821),f7(a3))
% 289.44/289.29 [1083]E(x10831,f7(a3))+~P13(a3,f6(a3),x10831)+~E(f35(f35(f17(a3),x10831),x10832),f7(a3))
% 289.44/289.29 [1145]~P39(x11451)+~P70(x11451)+E(f35(f35(f21(x11451),f6(x11451)),f18(a2,x11452,f7(a2))),f6(x11451))
% 289.44/289.29 [1192]E(x11921,f6(a2))+E(x11922,f18(a2,f6(a2),f7(a2)))+~E(f35(f35(f21(a2),x11922),x11921),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1319]~P13(a1,f6(a1),x13191)+~P13(a2,f6(a2),x13192)+E(f35(f35(f21(a1),f60(x13191,x13192)),x13192),x13191)
% 289.44/289.29 [1320]~P13(a1,f6(a1),x13201)+~P13(a2,f6(a2),x13202)+E(f35(f35(f21(a1),f65(x13201,x13202)),x13202),x13201)
% 289.44/289.29 [1336]E(x13361,f6(a2))+P13(a2,f6(a2),x13362)+~P13(a2,f6(a2),f35(f35(f21(a2),x13362),x13361))
% 289.44/289.29 [1338]~E(x13382,f18(a2,f6(a2),f7(a2)))+~E(x13381,f18(a2,f6(a2),f7(a2)))+E(f35(f35(f17(a2),x13381),x13382),f18(a2,f6(a2),f7(a2)))
% 289.44/289.29 [1395]~P12(a3,f6(a3),x13952)+~P12(a3,f6(a3),x13951)+P12(a3,f6(a3),f35(f35(f17(a3),x13951),x13952))
% 289.44/289.29 [1396]~P13(a1,f6(a1),x13962)+~P13(a1,f6(a1),x13961)+P13(a1,f6(a1),f35(f35(f17(a1),x13961),x13962))
% 289.44/289.29 [1397]~P13(a2,f6(a2),x13972)+~P13(a2,f6(a2),x13971)+P13(a2,f6(a2),f35(f35(f17(a2),x13971),x13972))
% 289.44/289.29 [1527]E(x15271,f6(a2))+~E(x15272,f6(a3))+~P13(a3,f6(a3),f35(f35(f21(a3),f12(a3,x15272)),x15271))
% 289.44/289.29 [1539]~P12(a1,f7(a1),x15391)+~P13(a2,f6(a2),x15392)+E(f30(f34(a1,x15391,f32(a2,x15392))),f14(a2,f30(x15391),x15392))
% 289.44/289.29 [1623]~P72(f35(x16231,x16232))+P72(f35(x16231,f6(a2)))+P72(f35(x16231,f18(a2,f41(x16232,x16231),f7(a2))))
% 289.44/289.29 [1876]~P13(a2,f18(a2,f6(a2),f7(a2)),x18762)+~P13(a2,f18(a2,f6(a2),f7(a2)),x18761)+P13(a2,x18761,f35(f35(f17(a2),x18762),x18761))
% 289.44/289.29 [1877]~P13(a2,f18(a2,f6(a2),f7(a2)),x18772)+~P13(a2,f18(a2,f6(a2),f7(a2)),x18771)+P13(a2,x18771,f35(f35(f17(a2),x18771),x18772))
% 289.44/289.29 [1922]~P12(a2,f18(a2,f6(a2),f7(a2)),x19222)+~P12(a2,f18(a2,f6(a2),f7(a2)),x19221)+P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),x19221),x19222))
% 289.44/289.29 [1923]~P13(a2,f18(a2,f6(a2),f7(a2)),x19231)+~P13(a2,f18(a2,f6(a2),f7(a2)),x19232)+P13(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),x19231),x19232))
% 289.44/289.29 [1267]~E(x12672,f6(a1))+~E(x12671,f6(a1))+E(f18(a1,f35(f35(f17(a1),x12671),x12671),f35(f35(f17(a1),x12672),x12672)),f6(a1))
% 289.44/289.29 [1433]~P13(a1,f6(a1),x14332)+~P13(a1,f6(a1),x14331)+E(f31(f35(f35(f17(a1),x14331),x14332)),f18(a1,f31(x14331),f31(x14332)))
% 289.44/289.29 [1779]~P12(a1,f6(a1),x17792)+~P12(a1,f6(a1),x17791)+P12(a2,f35(f35(f17(a2),f30(x17791)),f30(x17792)),f30(f35(f35(f17(a1),x17791),x17792)))
% 289.44/289.29 [1835]~P12(a1,f6(a1),x18351)+~P13(a1,f6(a1),x18352)+P12(a1,f35(f35(f17(a1),f32(a2,f89(x18351,x18352))),x18352),x18351)
% 289.44/289.29 [1894]~P13(a2,f6(a2),x18942)+~P13(a3,f6(a3),x18941)+E(f14(a3,f35(f35(f21(a3),x18941),x18942),x18941),f35(f35(f21(a3),x18941),f16(a2,x18942,f18(a2,f6(a2),f7(a2)))))
% 289.44/289.29 [2018]~P12(a1,f6(a1),x20181)+~P13(a1,f6(a1),x20182)+P13(a1,x20181,f35(f35(f17(a1),f32(a2,f18(a2,f89(x20181,x20182),f7(a2)))),x20182))
% 289.44/289.29 [2030]E(x20301,f6(a2))+E(x20302,f6(a5))+P13(a1,f33(a5,f18(a5,f7(a5),f35(f35(f17(a5),x20302),f35(f35(f21(a5),f58(x20301,x20302)),x20301)))),f7(a1))
% 289.44/289.29 [829]~E(x8292,x8293)+~P1(x8291)+P12(x8291,x8292,x8293)
% 289.44/289.29 [831]~E(x8312,x8313)+~P35(x8311)+P12(x8311,x8312,x8313)
% 289.44/289.29 [930]~P13(x9303,x9301,x9302)+~E(x9301,x9302)+~P3(x9303)
% 289.44/289.29 [931]~P13(x9313,x9311,x9312)+~E(x9311,x9312)+~P35(x9313)
% 289.44/289.29 [971]P12(x9711,x9713,x9712)+~P3(x9711)+P12(x9711,x9712,x9713)
% 289.44/289.29 [976]P13(x9761,x9763,x9762)+~P3(x9761)+P12(x9761,x9762,x9763)
% 289.44/289.29 [1034]~P1(x10341)+~P13(x10341,x10342,x10343)+P12(x10341,x10342,x10343)
% 289.44/289.29 [1036]~P35(x10361)+~P13(x10361,x10362,x10363)+P12(x10361,x10362,x10363)
% 289.44/289.29 [1105]~P13(x11051,x11053,x11052)+~P1(x11051)+~P12(x11051,x11052,x11053)
% 289.44/289.29 [1109]~P13(x11091,x11093,x11092)+~P1(x11091)+~P13(x11091,x11092,x11093)
% 289.44/289.29 [1112]~P13(x11121,x11123,x11122)+~P3(x11121)+~P12(x11121,x11122,x11123)
% 289.44/289.29 [1113]~P13(x11131,x11133,x11132)+~P3(x11131)+~P13(x11131,x11132,x11133)
% 289.44/289.29 [1114]~P13(x11141,x11143,x11142)+~P35(x11141)+~P13(x11141,x11142,x11143)
% 289.44/289.29 [1171]~P12(a1,x11711,x11713)+P12(a1,x11711,x11712)+~P12(a1,x11713,x11712)
% 289.44/289.29 [1172]~P12(a2,x11721,x11723)+P12(a2,x11721,x11722)+~P12(a2,x11723,x11722)
% 289.44/289.29 [1173]~P12(a3,x11731,x11733)+P12(a3,x11731,x11732)+~P12(a3,x11733,x11732)
% 289.44/289.29 [850]~E(x8502,x8503)+~P9(x8501)+E(f16(x8501,x8502,x8503),f6(x8501))
% 289.44/289.29 [851]~E(x8512,x8513)+~P22(x8511)+E(f16(x8511,x8512,x8513),f6(x8511))
% 289.44/289.29 [861]~P71(x8611)+~E(x8613,f6(x8611))+E(f18(x8611,x8612,x8613),x8612)
% 289.44/289.29 [862]~E(x8622,x8623)+~P43(x8621)+P12(f112(x8621),x8622,x8623)
% 289.44/289.29 [941]~P71(x9412)+~E(f18(x9412,x9413,x9411),x9413)+E(x9411,f6(x9412))
% 289.44/289.29 [944]~P9(x9443)+E(x9441,x9442)+~E(f16(x9443,x9441,x9442),f6(x9443))
% 289.44/289.29 [945]~P22(x9453)+E(x9451,x9452)+~E(f16(x9453,x9451,x9452),f6(x9453))
% 289.44/289.29 [990]~P73(x9901,x9903,x9902)+~E(x9903,f6(a3))+P72(f35(x9901,x9902))
% 289.44/289.29 [1062]~P43(x10621)+~P14(x10621,x10623)+P14(x10621,f23(x10621,x10622,x10623))
% 289.44/289.29 [1140]~P4(x11401)+P12(x11401,x11402,x11403)+~P12(x11401,f12(x11401,x11402),x11403)
% 289.44/289.29 [1178]~P12(a2,x11783,x11781)+~E(f16(a2,x11781,x11783),x11782)+E(x11781,f18(a2,x11782,x11783))
% 289.44/289.29 [1179]~P12(a2,x11792,x11791)+~E(x11791,f18(a2,x11793,x11792))+E(f16(a2,x11791,x11792),x11793)
% 289.44/289.29 [1291]~P27(x12911)+~P12(x12911,x12912,x12913)+P12(x12911,f16(x12911,x12912,x12913),f6(x12911))
% 289.44/289.29 [1292]~P27(x12921)+~P13(x12921,x12922,x12923)+P13(x12921,f16(x12921,x12922,x12923),f6(x12921))
% 289.44/289.29 [1400]~P27(x14001)+P12(x14001,x14002,x14003)+~P12(x14001,f16(x14001,x14002,x14003),f6(x14001))
% 289.44/289.29 [1401]~P27(x14011)+P13(x14011,x14012,x14013)+~P13(x14011,f16(x14011,x14012,x14013),f6(x14011))
% 289.44/289.29 [1414]~P13(a1,x14143,x14142)+~P13(a1,x14142,x14141)+P13(a1,f6(a1),f43(x14141,x14142,x14143))
% 289.44/289.29 [1415]~P13(a1,x14153,x14152)+~P13(a1,x14152,x14151)+P13(a1,f6(a1),f51(x14151,x14152,x14153))
% 289.44/289.29 [1609]~P13(a2,x16093,x16091)+~P13(a2,x16093,x16092)+P13(a2,f16(a2,x16091,x16092),f16(a2,x16091,x16093))
% 289.44/289.29 [1610]~P12(a2,x16102,x16101)+~P13(a2,x16101,x16103)+P13(a2,f16(a2,x16101,x16102),f16(a2,x16103,x16102))
% 289.44/289.29 [1616]~P12(a3,x16163,x16161)+P12(a3,f14(a3,x16161,x16162),f14(a3,x16163,x16162))+~P13(a3,x16162,f6(a3))
% 289.44/289.29 [1617]~P12(a2,x16173,x16172)+P12(a2,f14(a2,x16171,x16172),f14(a2,x16171,x16173))+~P13(a2,f6(a2),x16173)
% 289.44/289.29 [1618]~P12(a3,x16181,x16183)+P12(a3,f14(a3,x16181,x16182),f14(a3,x16183,x16182))+~P13(a3,f6(a3),x16182)
% 289.44/289.29 [1694]~P12(a2,x16943,x16942)+~P12(a2,f18(a2,x16941,x16943),x16942)+P12(a2,x16941,f16(a2,x16942,x16943))
% 289.44/289.29 [1695]~P12(a2,x16952,x16953)+~P12(a2,x16951,f16(a2,x16953,x16952))+P12(a2,f18(a2,x16951,x16952),x16953)
% 289.44/289.29 [849]~P50(x8491)+~E(x8492,f6(f112(x8491)))+E(f35(f27(x8491,x8492),x8493),f6(x8491))
% 289.44/289.29 [957]~P50(x9571)+E(f26(x9571,x9572,x9573),f6(a2))+E(f35(f27(x9571,x9573),x9572),f6(x9571))
% 289.44/289.29 [968]~P32(x9682)+E(x9681,f6(x9682))+~E(f23(x9682,x9681,x9683),f6(f112(x9682)))
% 289.44/289.29 [986]~P32(x9862)+~E(f23(x9862,x9863,x9861),f6(f112(x9862)))+E(x9861,f6(f112(x9862)))
% 289.44/289.29 [998]~P74(x9981,x9982,x9983)+~E(x9982,f6(a3))+P72(f35(x9981,f6(a3)))
% 289.44/289.29 [1138]~P36(x11381)+~P15(x11381,x11382)+P12(a1,f33(x11381,f35(x11382,x11383)),f47(x11382,x11381))
% 289.44/289.29 [1139]~P36(x11391)+~P15(x11391,x11392)+P12(a1,f33(x11391,f35(x11392,x11393)),f56(x11392,x11391))
% 289.44/289.29 [1208]~P43(x12081)+~P13(f112(x12081),x12083,x12082)+P14(x12081,f16(f112(x12081),x12082,x12083))
% 289.44/289.29 [1321]~P43(x13211)+P12(f112(x13211),x13212,x13213)+~P14(x13211,f16(f112(x13211),x13213,x13212))
% 289.44/289.29 [1322]~P43(x13221)+P13(f112(x13221),x13222,x13223)+~P14(x13221,f16(f112(x13221),x13223,x13222))
% 289.44/289.29 [1354]~E(x13543,f6(a2))+P72(f35(x13541,f14(a2,x13542,x13543)))+~P72(f35(x13541,f6(a2)))
% 289.44/289.29 [1416]~P13(a2,x14161,x14163)+~P13(a2,x14163,x14162)+P13(a2,f18(a2,x14161,f7(a2)),x14162)
% 289.44/289.29 [1434]~P13(a2,x14343,x14342)+P13(a2,x14341,f18(a2,x14342,f7(a2)))+~E(x14341,f18(a2,x14343,f7(a2)))
% 289.44/289.29 [1449]~P10(x14492)+E(x14491,f6(x14492))+E(f14(x14492,f18(x14492,x14493,x14491),x14491),f18(x14492,f14(x14492,x14493,x14491),f7(x14492)))
% 289.44/289.29 [1450]~P10(x14502)+E(x14501,f6(x14502))+E(f14(x14502,f18(x14502,x14501,x14503),x14501),f18(x14502,f14(x14502,x14503,x14501),f7(x14502)))
% 289.44/289.29 [1554]P13(a2,f95(x15541,x15542,x15543),x15541)+E(x15541,f6(a2))+P72(f35(x15543,f14(a2,x15542,x15541)))
% 289.44/289.29 [1576]~E(x15762,f6(a2))+~P72(f35(x15761,f14(a2,x15763,x15762)))+P72(f35(x15761,f6(a2)))
% 289.44/289.29 [1598]E(x15981,f6(a1))+~P12(a1,x15982,f6(a1))+~P12(a1,f12(a1,x15981),f35(f35(f17(a1),x15982),f12(a1,x15983)))
% 289.44/289.29 [1661]P13(a2,x16612,x16611)+E(f18(a2,x16611,f110(x16611,x16612,x16613)),x16612)+P72(f35(x16613,f16(a2,x16612,x16611)))
% 289.44/289.29 [1662]P13(a2,x16622,x16621)+E(f18(a2,x16621,f111(x16621,x16622,x16623)),x16622)+P72(f35(x16623,f16(a2,x16622,x16621)))
% 289.44/289.29 [1668]P13(a2,f95(x16681,x16682,x16683),x16681)+P72(f35(x16683,f14(a2,x16682,x16681)))+~P72(f35(x16683,f6(a2)))
% 289.44/289.29 [1669]E(f18(a2,x16691,f110(x16691,x16692,x16693)),x16692)+P72(f35(x16693,f16(a2,x16692,x16691)))+~P72(f35(x16693,f6(a2)))
% 289.44/289.29 [1670]E(f18(a2,x16701,f111(x16701,x16702,x16703)),x16702)+P72(f35(x16703,f16(a2,x16702,x16701)))+~P72(f35(x16703,f6(a2)))
% 289.44/289.29 [1677]~P12(a2,x16772,x16773)+~P12(a2,x16772,x16771)+E(f16(a2,f16(a2,x16771,x16772),f16(a2,x16773,x16772)),f16(a2,x16771,x16773))
% 289.44/289.29 [1699]~P13(a2,x16992,x16993)+~P72(f35(x16991,f16(a2,x16992,x16993)))+P72(f35(x16991,f6(a2)))
% 289.44/289.29 [1836]E(x18361,f6(a2))+P72(f35(x18362,f97(x18361,x18363,x18362)))+~P72(f35(x18362,f14(a2,x18363,x18361)))
% 289.44/289.29 [1841]E(x18411,f6(a2))+~P72(f35(x18412,f96(x18411,x18413,x18412)))+P72(f35(x18412,f14(a2,x18413,x18411)))
% 289.44/289.29 [1865]P72(f35(x18651,f97(x18652,x18653,x18651)))+~P72(f35(x18651,f14(a2,x18653,x18652)))+P72(f35(x18651,f6(a2)))
% 289.44/289.29 [1874]P13(a2,x18741,x18742)+~P72(f35(x18743,f110(x18742,x18741,x18743)))+P72(f35(x18743,f16(a2,x18741,x18742)))
% 289.44/289.29 [1875]P13(a2,x18751,x18752)+~P72(f35(x18753,f111(x18752,x18751,x18753)))+P72(f35(x18753,f16(a2,x18751,x18752)))
% 289.44/289.29 [1879]~P72(f35(x18791,f110(x18793,x18792,x18791)))+P72(f35(x18791,f16(a2,x18792,x18793)))+~P72(f35(x18791,f6(a2)))
% 289.44/289.29 [1880]~P72(f35(x18801,f111(x18803,x18802,x18801)))+P72(f35(x18801,f16(a2,x18802,x18803)))+~P72(f35(x18801,f6(a2)))
% 289.44/289.29 [1881]~P72(f35(x18811,f96(x18813,x18812,x18811)))+P72(f35(x18811,f14(a2,x18812,x18813)))+~P72(f35(x18811,f6(a2)))
% 289.44/289.29 [1895]E(x18951,f6(a2))+E(f18(a2,f35(f35(f17(a2),x18951),f96(x18951,x18952,x18953)),f95(x18951,x18952,x18953)),x18952)+P72(f35(x18953,f14(a2,x18952,x18951)))
% 289.44/289.29 [1906]E(x19061,f6(a2))+P12(a2,f35(f35(f17(a2),x19061),f97(x19061,x19062,x19063)),x19062)+~P72(f35(x19063,f14(a2,x19062,x19061)))
% 289.44/289.29 [1918]E(f18(a2,f35(f35(f17(a2),x19181),f96(x19181,x19182,x19183)),f95(x19181,x19182,x19183)),x19182)+P72(f35(x19183,f14(a2,x19182,x19181)))+~P72(f35(x19183,f6(a2)))
% 289.44/289.29 [1920]P12(a2,f35(f35(f17(a2),x19202),f97(x19202,x19203,x19201)),x19203)+~P72(f35(x19201,f14(a2,x19203,x19202)))+P72(f35(x19201,f6(a2)))
% 289.44/289.29 [1949]P13(a3,x19491,f98(x19492,x19493,x19491))+~P13(a3,x19491,f6(a3))+P72(f35(f35(x19493,f14(a3,x19492,x19491)),f13(a3,x19492,x19491)))
% 289.44/289.29 [1950]P13(a3,f94(x19501,x19502,x19503),x19503)+~P13(a3,f6(a3),x19503)+P72(f35(f35(x19502,f14(a3,x19501,x19503)),f13(a3,x19501,x19503)))
% 289.44/289.29 [1951]~P13(a3,f6(a3),x19513)+P12(a3,f6(a3),f94(x19511,x19512,x19513))+P72(f35(f35(x19512,f14(a3,x19511,x19513)),f13(a3,x19511,x19513)))
% 289.44/289.29 [1952]~P13(a3,x19523,f6(a3))+P12(a3,f98(x19521,x19522,x19523),f6(a3))+P72(f35(f35(x19522,f14(a3,x19521,x19523)),f13(a3,x19521,x19523)))
% 289.44/289.29 [1994]~P13(a3,x19941,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19941),f99(x19942,x19943,x19941)),f98(x19942,x19943,x19941)),x19942)+P72(f35(f35(x19943,f14(a3,x19942,x19941)),f13(a3,x19942,x19941)))
% 289.44/289.29 [1995]~P13(a3,f6(a3),x19951)+E(f18(a3,f35(f35(f17(a3),x19951),f91(x19952,x19953,x19951)),f94(x19952,x19953,x19951)),x19952)+P72(f35(f35(x19953,f14(a3,x19952,x19951)),f13(a3,x19952,x19951)))
% 289.44/289.29 [2025]~P13(a3,x20253,f6(a3))+~P72(f35(f35(x20251,f99(x20252,x20251,x20253)),f98(x20252,x20251,x20253)))+P72(f35(f35(x20251,f14(a3,x20252,x20253)),f13(a3,x20252,x20253)))
% 289.44/289.29 [2026]~P13(a3,f6(a3),x20263)+~P72(f35(f35(x20261,f91(x20262,x20261,x20263)),f94(x20262,x20261,x20263)))+P72(f35(f35(x20261,f14(a3,x20262,x20263)),f13(a3,x20262,x20263)))
% 289.44/289.29 [852]~P39(x8521)+~E(x8523,f6(a2))+E(f35(f35(f21(x8521),x8522),x8523),f7(x8521))
% 289.44/289.29 [867]~P67(x8671)+~E(x8673,f6(x8671))+E(f35(f35(f17(x8671),x8672),x8673),f6(x8671))
% 289.44/289.29 [868]~P67(x8681)+~E(x8682,f6(x8681))+E(f35(f35(f17(x8681),x8682),x8683),f6(x8681))
% 289.44/289.29 [942]~P68(x9422)+E(x9421,f6(x9422))+~E(f35(f35(f21(x9422),x9421),x9423),f6(x9422))
% 289.48/289.29 [1053]E(x10531,x10532)+E(x10533,f6(a1))+~E(f35(f35(f17(a1),x10533),x10531),f35(f35(f17(a1),x10533),x10532))
% 289.48/289.29 [1055]E(x10551,x10552)+E(x10553,f6(a2))+~E(f35(f35(f17(a2),x10553),x10551),f35(f35(f17(a2),x10553),x10552))
% 289.48/289.29 [1056]E(x10561,x10562)+E(x10563,f6(a1))+~E(f35(f35(f17(a1),x10561),x10563),f35(f35(f17(a1),x10562),x10563))
% 289.48/289.29 [1057]E(x10571,x10572)+E(x10573,f6(a2))+~E(f35(f35(f17(a2),x10571),x10573),f35(f35(f17(a2),x10572),x10573))
% 289.48/289.29 [1206]E(x12061,x12062)+~P13(a2,f6(a2),x12063)+~E(f35(f35(f17(a2),x12063),x12061),f35(f35(f17(a2),x12063),x12062))
% 289.48/289.29 [1299]~P42(x12991)+~P12(x12991,f6(x12991),x12992)+P12(x12991,f6(x12991),f35(f35(f21(x12991),x12992),x12993))
% 289.48/289.29 [1300]~P42(x13001)+~P12(x13001,f7(x13001),x13002)+P12(x13001,f7(x13001),f35(f35(f21(x13001),x13002),x13003))
% 289.48/289.29 [1301]~P42(x13011)+~P13(x13011,f6(x13011),x13012)+P13(x13011,f6(x13011),f35(f35(f21(x13011),x13012),x13013))
% 289.48/289.29 [1378]~E(x13782,f14(a2,x13783,x13781))+~P13(a2,f6(a2),x13781)+P12(a2,f35(f35(f17(a2),x13781),x13782),x13783)
% 289.48/289.29 [1560]~P12(a1,x15602,x15603)+~P13(a1,f6(a1),x15601)+P12(a1,f35(f35(f17(a1),x15601),x15602),f35(f35(f17(a1),x15601),x15603))
% 289.48/289.29 [1561]~P12(a1,x15611,x15613)+~P13(a1,f6(a1),x15612)+P12(a1,f35(f35(f17(a1),x15611),x15612),f35(f35(f17(a1),x15613),x15612))
% 289.48/289.29 [1563]~P13(a1,x15631,x15633)+~P13(a1,f6(a1),x15632)+P13(a1,f35(f35(f17(a1),x15631),x15632),f35(f35(f17(a1),x15633),x15632))
% 289.48/289.29 [1564]~P13(a1,x15642,x15643)+~P13(a1,f6(a1),x15641)+P13(a1,f35(f35(f17(a1),x15641),x15642),f35(f35(f17(a1),x15641),x15643))
% 289.48/289.29 [1568]~P13(a2,x15681,x15683)+~P13(a2,f6(a2),x15682)+P13(a2,f35(f35(f17(a2),x15681),x15682),f35(f35(f17(a2),x15683),x15682))
% 289.48/289.29 [1569]~P13(a2,x15692,x15693)+~P13(a2,f6(a2),x15691)+P13(a2,f35(f35(f17(a2),x15691),x15692),f35(f35(f17(a2),x15691),x15693))
% 289.48/289.29 [1570]~P13(a3,x15702,x15703)+~P13(a3,f6(a3),x15701)+P13(a3,f35(f35(f17(a3),x15701),x15702),f35(f35(f17(a3),x15701),x15703))
% 289.48/289.29 [1693]~P42(x16931)+~P13(x16931,f7(x16931),x16932)+P13(x16931,f7(x16931),f35(f35(f21(x16931),x16932),f18(a2,x16933,f7(a2))))
% 289.48/289.29 [1706]~P36(x17061)+~P15(x17061,x17062)+P12(a1,f33(x17061,f35(x17062,x17063)),f32(a2,f18(a2,f86(x17062,x17061),f7(a2))))
% 289.48/289.29 [1707]~P36(x17071)+~P15(x17071,x17072)+P13(a1,f33(x17071,f35(x17072,x17073)),f32(a2,f18(a2,f87(x17072,x17071),f7(a2))))
% 289.48/289.29 [1713]P12(a1,x17131,x17132)+~P13(a1,f6(a1),x17133)+~P12(a1,f35(f35(f17(a1),x17133),x17131),f35(f35(f17(a1),x17133),x17132))
% 289.48/289.29 [1714]P12(a1,x17141,x17142)+~P13(a1,f6(a1),x17143)+~P12(a1,f35(f35(f17(a1),x17141),x17143),f35(f35(f17(a1),x17142),x17143))
% 289.48/289.29 [1716]P12(a2,x17161,x17162)+~P13(a2,f6(a2),x17163)+~P12(a2,f35(f35(f17(a2),x17163),x17161),f35(f35(f17(a2),x17163),x17162))
% 289.48/289.29 [1717]P12(a2,x17171,x17172)+~P13(a2,f6(a2),x17173)+~P12(a2,f35(f35(f17(a2),x17171),x17173),f35(f35(f17(a2),x17172),x17173))
% 289.48/289.29 [1718]P13(a1,x17181,x17182)+~P13(a1,f6(a1),x17183)+~P13(a1,f35(f35(f17(a1),x17181),x17183),f35(f35(f17(a1),x17182),x17183))
% 289.48/289.29 [1720]P13(a2,x17201,x17202)+~P13(a2,f6(a2),x17203)+~P13(a2,f35(f35(f21(a2),x17203),x17201),f35(f35(f21(a2),x17203),x17202))
% 289.48/289.29 [1761]~E(x17613,f14(a2,x17611,x17612))+~P13(a2,f6(a2),x17612)+P13(a2,x17611,f35(f35(f17(a2),x17612),f18(a2,x17613,f7(a2))))
% 289.48/289.29 [1983]E(x19831,f6(a2))+P13(a2,x19832,f35(f35(f17(a2),x19831),f18(a2,f97(x19831,x19832,x19833),f7(a2))))+~P72(f35(x19833,f14(a2,x19832,x19831)))
% 289.48/289.29 [1988]P13(a2,x19882,f35(f35(f17(a2),x19883),f18(a2,f97(x19883,x19882,x19881),f7(a2))))+~P72(f35(x19881,f14(a2,x19882,x19883)))+P72(f35(x19881,f6(a2)))
% 289.48/289.29 [1999]~P36(x19991)+P15(x19991,x19992)+~P12(a1,f33(x19991,f35(x19992,f88(x19992,x19991,x19993))),f32(a2,f18(a2,x19993,f7(a2))))
% 289.48/289.29 [2000]~P36(x20001)+P15(x20001,x20002)+~P13(a1,f33(x20001,f35(x20002,f90(x20002,x20001,x20003))),f32(a2,f18(a2,x20003,f7(a2))))
% 289.48/289.29 [2003]~P36(x20032)+P13(a1,f6(a1),f76(x20031,x20032))+~P12(a1,f33(x20032,f35(x20031,f77(x20031,x20032,x20033))),f32(a2,f18(a2,x20033,f7(a2))))
% 289.48/289.29 [2004]~P36(x20042)+P13(a1,f6(a1),f80(x20041,x20042))+~P13(a1,f33(x20042,f35(x20041,f81(x20041,x20042,x20043))),f32(a2,f18(a2,x20043,f7(a2))))
% 289.48/289.29 [1090]~P10(x10902)+E(x10901,f6(x10902))+E(f14(x10902,f35(f35(f17(x10902),x10903),x10901),x10901),x10903)
% 289.48/289.29 [1091]~P10(x10912)+E(x10911,f6(x10912))+E(f14(x10912,f35(f35(f17(x10912),x10911),x10913),x10911),x10913)
% 289.48/289.29 [1391]~P43(x13911)+~P12(x13911,f6(x13911),x13913)+E(f35(f35(f17(x13911),f12(x13911,x13912)),x13913),f12(x13911,f35(f35(f17(x13911),x13912),x13913)))
% 289.48/289.29 [1601]~P51(x16012)+E(x16011,f6(x16012))+~E(f18(x16012,f35(f35(f17(x16012),x16013),x16013),f35(f35(f17(x16012),x16011),x16011)),f6(x16012))
% 289.48/289.29 [1602]~P51(x16022)+E(x16021,f6(x16022))+~E(f18(x16022,f35(f35(f17(x16022),x16021),x16021),f35(f35(f17(x16022),x16023),x16023)),f6(x16022))
% 289.48/289.29 [1622]~P39(x16222)+E(x16221,f6(a2))+E(f35(f35(f17(x16222),x16223),f35(f35(f21(x16222),x16223),f16(a2,x16221,f7(a2)))),f35(f35(f21(x16222),x16223),x16221))
% 289.48/289.29 [1676]~P42(x16761)+~P13(x16761,f7(x16761),x16762)+P13(x16761,f7(x16761),f35(f35(f17(x16761),x16762),f35(f35(f21(x16761),x16762),x16763)))
% 289.48/289.29 [1804]~P42(x18041)+~P13(x18041,f7(x18041),x18042)+P13(x18041,f35(f35(f21(x18041),x18042),x18043),f35(f35(f17(x18041),x18042),f35(f35(f21(x18041),x18042),x18043)))
% 289.48/289.29 [1819]~P51(x18192)+E(x18191,f6(x18192))+P13(x18192,f6(x18192),f18(x18192,f35(f35(f17(x18192),x18193),x18193),f35(f35(f17(x18192),x18191),x18191)))
% 289.48/289.29 [1820]~P51(x18202)+E(x18201,f6(x18202))+P13(x18202,f6(x18202),f18(x18202,f35(f35(f17(x18202),x18201),x18201),f35(f35(f17(x18202),x18203),x18203)))
% 289.48/289.29 [1942]~P51(x19422)+E(x19421,f6(x19422))+~P12(x19422,f18(x19422,f35(f35(f17(x19422),x19423),x19423),f35(f35(f17(x19422),x19421),x19421)),f6(x19422))
% 289.48/289.29 [1943]~P51(x19432)+E(x19431,f6(x19432))+~P12(x19432,f18(x19432,f35(f35(f17(x19432),x19431),x19431),f35(f35(f17(x19432),x19433),x19433)),f6(x19432))
% 289.48/289.29 [1985]~P12(a1,f73(x19852,x19851),f33(a5,x19853))+E(f6(f112(a5)),a115)+P12(a1,x19851,f33(a5,f35(f27(a5,f23(a5,x19852,a115)),x19853)))
% 289.48/289.29 [1934]~P26(x19341)+~P13(a2,f6(a2),x19343)+E(f35(f35(f17(x19341),f35(f35(f21(x19341),x19342),f16(a2,x19343,f7(a2)))),x19342),f35(f35(f21(x19341),x19342),x19343))
% 289.48/289.29 [1117]~P6(x11173)+E(x11171,x11172)+~E(f18(x11173,x11174,x11171),f18(x11173,x11174,x11172))
% 289.48/289.29 [1118]~P7(x11183)+E(x11181,x11182)+~E(f18(x11183,x11184,x11181),f18(x11183,x11184,x11182))
% 289.48/289.29 [1120]~P6(x11203)+E(x11201,x11202)+~E(f18(x11203,x11201,x11204),f18(x11203,x11202,x11204))
% 289.48/289.29 [1163]~P2(x11632)+~P13(f117(x11631,x11632),x11633,x11634)+P12(f117(x11631,x11632),x11633,x11634)
% 289.48/289.29 [1293]~P2(x12931)+~P13(f117(x12932,x12931),x12934,x12933)+~P12(f117(x12932,x12931),x12933,x12934)
% 289.48/289.29 [1355]~P13(a2,x13553,x13554)+P13(a2,x13551,x13552)+~E(f18(a2,x13553,x13552),f18(a2,x13551,x13554))
% 289.48/289.29 [1476]~P29(x14761)+~P12(x14761,x14763,x14764)+P12(x14761,f18(x14761,x14762,x14763),f18(x14761,x14762,x14764))
% 289.48/289.29 [1477]~P30(x14771)+~P12(x14771,x14773,x14774)+P12(x14771,f18(x14771,x14772,x14773),f18(x14771,x14772,x14774))
% 289.48/289.29 [1478]~P29(x14781)+~P12(x14781,x14782,x14784)+P12(x14781,f18(x14781,x14782,x14783),f18(x14781,x14784,x14783))
% 289.48/289.29 [1479]~P30(x14791)+~P12(x14791,x14792,x14794)+P12(x14791,f18(x14791,x14792,x14793),f18(x14791,x14794,x14793))
% 289.48/289.29 [1480]~P29(x14801)+~P13(x14801,x14803,x14804)+P13(x14801,f18(x14801,x14802,x14803),f18(x14801,x14802,x14804))
% 289.48/289.29 [1481]~P31(x14811)+~P13(x14811,x14813,x14814)+P13(x14811,f18(x14811,x14812,x14813),f18(x14811,x14812,x14814))
% 289.48/289.29 [1482]~P29(x14821)+~P13(x14821,x14822,x14824)+P13(x14821,f18(x14821,x14822,x14823),f18(x14821,x14824,x14823))
% 289.48/289.29 [1483]~P31(x14831)+~P13(x14831,x14832,x14834)+P13(x14831,f18(x14831,x14832,x14833),f18(x14831,x14834,x14833))
% 289.48/289.29 [1607]~P12(a2,x16072,x16074)+~P12(a2,x16071,x16073)+P12(a2,f18(a2,x16071,x16072),f18(a2,x16073,x16074))
% 289.48/289.29 [1608]~P13(a2,x16082,x16084)+~P13(a2,x16081,x16083)+P13(a2,f18(a2,x16081,x16082),f18(a2,x16083,x16084))
% 289.48/289.29 [1611]~P12(a3,x16112,x16114)+~P13(a3,x16111,x16113)+P13(a3,f18(a3,x16111,x16112),f18(a3,x16113,x16114))
% 289.48/289.29 [1684]~P29(x16841)+P12(x16841,x16842,x16843)+~P12(x16841,f18(x16841,x16844,x16842),f18(x16841,x16844,x16843))
% 289.48/289.29 [1686]~P29(x16861)+P12(x16861,x16862,x16863)+~P12(x16861,f18(x16861,x16862,x16864),f18(x16861,x16863,x16864))
% 289.48/289.29 [1688]~P29(x16881)+P13(x16881,x16882,x16883)+~P13(x16881,f18(x16881,x16884,x16882),f18(x16881,x16884,x16883))
% 289.48/289.29 [1690]~P29(x16901)+P13(x16901,x16902,x16903)+~P13(x16901,f18(x16901,x16902,x16904),f18(x16901,x16903,x16904))
% 289.48/289.29 [1805]~P36(x18051)+P15(x18051,x18052)+P12(a2,x18053,f74(x18054,x18052,x18053,x18051))
% 289.48/289.29 [1697]~E(x16973,f18(a2,x16974,x16972))+P72(f35(x16971,x16972))+~P72(f35(x16971,f16(a2,x16973,x16974)))
% 289.48/289.29 [1853]~P43(x18531)+P13(x18531,x18532,f18(x18531,x18533,x18534))+~P13(x18531,f12(x18531,f16(x18531,x18532,x18533)),x18534)
% 289.48/289.29 [1854]~P43(x18541)+P13(x18541,f16(x18541,x18542,x18543),x18544)+~P13(x18541,f12(x18541,f16(x18541,x18544,x18542)),x18543)
% 289.48/289.29 [2051]~P2(x20512)+P12(f117(x20511,x20512),x20513,x20514)+~P12(x20512,f35(x20513,f62(x20514,x20513,x20511,x20512)),f35(x20514,f62(x20514,x20513,x20511,x20512)))
% 289.48/289.29 [1553]~P12(a2,x15532,x15534)+~P12(a2,x15531,x15533)+P12(a2,f35(f35(f17(a2),x15531),x15532),f35(f35(f17(a2),x15533),x15534))
% 289.48/289.29 [2010]~P36(x20101)+P12(a1,f33(x20101,f35(x20102,x20103)),f76(x20102,x20101))+~P12(a1,f33(x20101,f35(x20102,f77(x20102,x20101,x20104))),f32(a2,f18(a2,x20104,f7(a2))))
% 289.48/289.29 [2011]~P36(x20111)+P12(a1,f33(x20111,f35(x20112,x20113)),f80(x20112,x20111))+~P13(a1,f33(x20111,f35(x20112,f81(x20112,x20111,x20114))),f32(a2,f18(a2,x20114,f7(a2))))
% 289.48/289.29 [2050]~P36(x20501)+P15(x20501,x20502)+~P12(a1,f33(x20501,f35(x20502,f74(x20503,x20502,x20504,x20501))),x20503)
% 289.48/289.29 [1327]~P10(x13271)+~E(x13272,f6(x13271))+E(f14(x13271,f35(f35(f17(x13271),x13272),x13273),f35(f35(f17(x13271),x13272),x13274)),f6(x13271))
% 289.48/289.29 [1402]~P10(x14022)+E(x14021,f6(x14022))+E(f14(x14022,f35(f35(f17(x14022),x14023),x14021),f35(f35(f17(x14022),x14024),x14021)),f14(x14022,x14023,x14024))
% 289.48/289.29 [1404]~P10(x14042)+E(x14041,f6(x14042))+E(f14(x14042,f35(f35(f17(x14042),x14041),x14043),f35(f35(f17(x14042),x14041),x14044)),f14(x14042,x14043,x14044))
% 289.48/289.29 [1980]~P26(x19801)+~P12(a2,x19804,x19803)+E(f35(f35(f17(x19801),f35(f35(f21(x19801),x19802),f16(a2,x19803,x19804))),x19802),f35(f35(f21(x19801),x19802),f16(a2,f18(a2,x19803,f7(a2)),x19804)))
% 289.48/289.29 [2014]~P32(x20142)+E(f29(x20141,x20142,x20143,x20144,f6(f112(x20142))),x20143)+~E(f35(f35(f35(x20144,f6(x20142)),f6(f112(x20142))),x20143),x20143)
% 289.48/289.29 [1763]~P10(x17632)+E(x17631,f6(x17632))+E(f14(x17632,f18(x17632,x17633,f35(f35(f17(x17632),x17634),x17631)),x17631),f18(x17632,x17634,f14(x17632,x17633,x17631)))
% 289.48/289.29 [1764]~P10(x17642)+E(x17641,f6(x17642))+E(f14(x17642,f18(x17642,x17643,f35(f35(f17(x17642),x17641),x17644)),x17641),f18(x17642,x17644,f14(x17642,x17643,x17641)))
% 289.48/289.29 [1121]~P32(x11213)+E(x11211,x11212)+~E(f23(x11213,x11214,x11211),f23(x11213,x11215,x11212))
% 289.48/289.29 [1122]~P32(x11223)+E(x11221,x11222)+~E(f23(x11223,x11221,x11224),f23(x11223,x11222,x11225))
% 289.48/289.29 [1229]~P2(x12291)+P12(x12291,f35(x12292,x12293),f35(x12294,x12293))+~P12(f117(x12295,x12291),x12292,x12294)
% 289.48/289.29 [1739]~E(x17392,x17394)+~P71(x17391)+E(f18(x17391,f35(f35(f17(x17391),x17392),x17393),f35(f35(f17(x17391),x17394),x17395)),f18(x17391,f35(f35(f17(x17391),x17392),x17395),f35(f35(f17(x17391),x17394),x17393)))
% 289.48/289.29 [1975]~P12(a2,x19753,x19752)+E(x19751,f18(a2,f35(f35(f17(a2),f16(a2,x19752,x19753)),x19754),x19755))+~E(f18(a2,f35(f35(f17(a2),x19753),x19754),x19751),f18(a2,f35(f35(f17(a2),x19752),x19754),x19755))
% 289.48/289.29 [1976]~P12(a2,x19762,x19761)+E(f18(a2,f35(f35(f17(a2),f16(a2,x19761,x19762)),x19763),x19764),x19765)+~E(f18(a2,f35(f35(f17(a2),x19761),x19763),x19764),f18(a2,f35(f35(f17(a2),x19762),x19763),x19765))
% 289.48/289.29 [1991]~P12(a2,x19914,x19911)+~E(x19915,f18(a2,f35(f35(f17(a2),f16(a2,x19911,x19914)),x19912),x19913))+E(f18(a2,f35(f35(f17(a2),x19911),x19912),x19913),f18(a2,f35(f35(f17(a2),x19914),x19912),x19915))
% 289.48/289.29 [1992]~P12(a2,x19924,x19921)+~E(f18(a2,f35(f35(f17(a2),f16(a2,x19921,x19924)),x19922),x19923),x19925)+E(f18(a2,f35(f35(f17(a2),x19921),x19922),x19923),f18(a2,f35(f35(f17(a2),x19924),x19922),x19925))
% 289.48/289.29 [2032]~P12(a2,x20323,x20322)+P12(a2,x20321,f18(a2,f35(f35(f17(a2),f16(a2,x20322,x20323)),x20324),x20325))+~P12(a2,f18(a2,f35(f35(f17(a2),x20323),x20324),x20321),f18(a2,f35(f35(f17(a2),x20322),x20324),x20325))
% 289.48/289.29 [2033]~P12(a2,x20333,x20332)+P13(a2,x20331,f18(a2,f35(f35(f17(a2),f16(a2,x20332,x20333)),x20334),x20335))+~P13(a2,f18(a2,f35(f35(f17(a2),x20333),x20334),x20331),f18(a2,f35(f35(f17(a2),x20332),x20334),x20335))
% 289.48/289.29 [2034]~P12(a2,x20342,x20341)+P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x20341,x20342)),x20343),x20344),x20345)+~P12(a2,f18(a2,f35(f35(f17(a2),x20341),x20343),x20344),f18(a2,f35(f35(f17(a2),x20342),x20343),x20345))
% 289.48/289.29 [2035]~P12(a2,x20352,x20351)+P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,x20351,x20352)),x20353),x20354),x20355)+~P13(a2,f18(a2,f35(f35(f17(a2),x20351),x20353),x20354),f18(a2,f35(f35(f17(a2),x20352),x20353),x20355))
% 289.48/289.29 [2040]~P12(a2,x20401,x20404)+~P12(a2,x20403,f18(a2,f35(f35(f17(a2),f16(a2,x20404,x20401)),x20402),x20405))+P12(a2,f18(a2,f35(f35(f17(a2),x20401),x20402),x20403),f18(a2,f35(f35(f17(a2),x20404),x20402),x20405))
% 289.48/289.29 [2041]~P12(a2,x20411,x20414)+~P13(a2,x20413,f18(a2,f35(f35(f17(a2),f16(a2,x20414,x20411)),x20412),x20415))+P13(a2,f18(a2,f35(f35(f17(a2),x20411),x20412),x20413),f18(a2,f35(f35(f17(a2),x20414),x20412),x20415))
% 289.48/289.29 [2042]~P12(a2,x20424,x20421)+~P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x20421,x20424)),x20422),x20423),x20425)+P12(a2,f18(a2,f35(f35(f17(a2),x20421),x20422),x20423),f18(a2,f35(f35(f17(a2),x20424),x20422),x20425))
% 289.48/289.29 [2043]~P12(a2,x20434,x20431)+~P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,x20431,x20434)),x20432),x20433),x20435)+P13(a2,f18(a2,f35(f35(f17(a2),x20431),x20432),x20433),f18(a2,f35(f35(f17(a2),x20434),x20432),x20435))
% 289.48/289.29 [1973]~P63(x19732)+~E(f18(x19732,f35(f35(f17(x19732),x19734),x19735),x19731),f18(x19732,f35(f35(f17(x19732),x19733),x19735),x19736))+E(x19731,f18(x19732,f35(f35(f17(x19732),f16(x19732,x19733,x19734)),x19735),x19736))
% 289.48/289.29 [1974]~P63(x19741)+~E(f18(x19741,f35(f35(f17(x19741),x19742),x19744),x19745),f18(x19741,f35(f35(f17(x19741),x19743),x19744),x19746))+E(f18(x19741,f35(f35(f17(x19741),f16(x19741,x19742,x19743)),x19744),x19745),x19746)
% 289.48/289.29 [1989]~P63(x19891)+~E(x19896,f18(x19891,f35(f35(f17(x19891),f16(x19891,x19892,x19895)),x19893),x19894))+E(f18(x19891,f35(f35(f17(x19891),x19892),x19893),x19894),f18(x19891,f35(f35(f17(x19891),x19895),x19893),x19896))
% 289.48/289.29 [1990]~P63(x19901)+~E(f18(x19901,f35(f35(f17(x19901),f16(x19901,x19902,x19905)),x19903),x19904),x19906)+E(f18(x19901,f35(f35(f17(x19901),x19902),x19903),x19904),f18(x19901,f35(f35(f17(x19901),x19905),x19903),x19906))
% 289.48/289.29 [2036]~P56(x20361)+~P12(x20361,f18(x20361,f35(f35(f17(x20361),x20364),x20365),x20362),f18(x20361,f35(f35(f17(x20361),x20363),x20365),x20366))+P12(x20361,x20362,f18(x20361,f35(f35(f17(x20361),f16(x20361,x20363,x20364)),x20365),x20366))
% 289.48/289.29 [2037]~P56(x20371)+~P13(x20371,f18(x20371,f35(f35(f17(x20371),x20374),x20375),x20372),f18(x20371,f35(f35(f17(x20371),x20373),x20375),x20376))+P13(x20371,x20372,f18(x20371,f35(f35(f17(x20371),f16(x20371,x20373,x20374)),x20375),x20376))
% 289.48/289.29 [2038]~P56(x20381)+~P12(x20381,f18(x20381,f35(f35(f17(x20381),x20382),x20384),x20385),f18(x20381,f35(f35(f17(x20381),x20383),x20384),x20386))+P12(x20381,f18(x20381,f35(f35(f17(x20381),f16(x20381,x20382,x20383)),x20384),x20385),x20386)
% 289.48/289.29 [2039]~P56(x20391)+~P13(x20391,f18(x20391,f35(f35(f17(x20391),x20392),x20394),x20395),f18(x20391,f35(f35(f17(x20391),x20393),x20394),x20396))+P13(x20391,f18(x20391,f35(f35(f17(x20391),f16(x20391,x20392,x20393)),x20394),x20395),x20396)
% 289.48/289.29 [2044]~P56(x20441)+~P12(x20441,x20444,f18(x20441,f35(f35(f17(x20441),f16(x20441,x20445,x20442)),x20443),x20446))+P12(x20441,f18(x20441,f35(f35(f17(x20441),x20442),x20443),x20444),f18(x20441,f35(f35(f17(x20441),x20445),x20443),x20446))
% 289.48/289.29 [2045]~P56(x20451)+~P13(x20451,x20454,f18(x20451,f35(f35(f17(x20451),f16(x20451,x20455,x20452)),x20453),x20456))+P13(x20451,f18(x20451,f35(f35(f17(x20451),x20452),x20453),x20454),f18(x20451,f35(f35(f17(x20451),x20455),x20453),x20456))
% 289.48/289.29 [2046]~P56(x20461)+~P12(x20461,f18(x20461,f35(f35(f17(x20461),f16(x20461,x20462,x20465)),x20463),x20464),x20466)+P12(x20461,f18(x20461,f35(f35(f17(x20461),x20462),x20463),x20464),f18(x20461,f35(f35(f17(x20461),x20465),x20463),x20466))
% 289.48/289.29 [2047]~P56(x20471)+~P13(x20471,f18(x20471,f35(f35(f17(x20471),f16(x20471,x20472,x20475)),x20473),x20474),x20476)+P13(x20471,f18(x20471,f35(f35(f17(x20471),x20472),x20473),x20474),f18(x20471,f35(f35(f17(x20471),x20475),x20473),x20476))
% 289.48/289.29 [2052]~P32(x20522)+E(f29(x20521,x20522,x20523,x20524,f23(x20522,x20525,x20526)),f35(f35(f35(x20524,x20525),x20526),f29(x20521,x20522,x20523,x20524,x20526)))+~E(f35(f35(f35(x20524,f6(x20522)),f6(f112(x20522))),x20523),x20523)
% 289.48/289.29 [1146]E(x11461,x11462)+~E(f31(x11461),f31(x11462))+~P13(a1,f6(a1),x11462)+~P13(a1,f6(a1),x11461)
% 289.48/289.29 [1147]P13(a3,x11471,x11472)+P13(a3,x11472,x11471)+E(x11471,f6(a3))+~E(f14(a3,x11472,x11471),f6(a3))
% 289.48/289.29 [1150]P13(a3,x11502,x11501)+E(x11501,f6(a3))+P12(a3,x11502,f6(a3))+~E(f14(a3,x11502,x11501),f6(a3))
% 289.48/289.29 [1151]P13(a3,x11511,x11512)+E(x11511,f6(a3))+P12(a3,f6(a3),x11512)+~E(f14(a3,x11512,x11511),f6(a3))
% 289.48/289.29 [1405]~P12(a1,x14051,x14052)+P12(a1,f31(x14051),f31(x14052))+~P13(a1,f6(a1),x14052)+~P13(a1,f6(a1),x14051)
% 289.48/289.29 [1406]~P13(a1,x14061,x14062)+P13(a1,f31(x14061),f31(x14062))+~P13(a1,f6(a1),x14062)+~P13(a1,f6(a1),x14061)
% 289.48/289.29 [1427]P12(a1,x14271,x14272)+~P12(a1,f31(x14271),f31(x14272))+~P13(a1,f6(a1),x14272)+~P13(a1,f6(a1),x14271)
% 289.48/289.29 [1428]P13(a1,x14281,x14282)+~P13(a1,f31(x14281),f31(x14282))+~P13(a1,f6(a1),x14282)+~P13(a1,f6(a1),x14281)
% 289.48/289.29 [890]~P39(x8902)+~P70(x8902)+E(x8901,f6(a2))+E(f35(f35(f21(x8902),f6(x8902)),x8901),f6(x8902))
% 289.48/289.29 [1040]~E(x10402,f7(a3))+~E(x10401,f7(a3))+~P13(a3,f6(a3),x10401)+E(f35(f35(f17(a3),x10401),x10402),f7(a3))
% 289.48/289.29 [984]P13(x9843,x9841,x9842)+~P43(x9843)+E(x9841,x9842)+P13(x9843,x9842,x9841)
% 289.48/289.29 [985]P13(x9853,x9851,x9852)+~P3(x9853)+E(x9851,x9852)+P13(x9853,x9852,x9851)
% 289.48/289.29 [987]P13(x9871,x9872,x9873)+~E(x9872,x9873)+~P3(x9871)+P12(x9871,x9872,x9873)
% 289.48/289.29 [1042]~P35(x10423)+~P12(x10423,x10422,x10421)+E(x10421,x10422)+P13(x10423,x10422,x10421)
% 289.48/289.29 [1044]~P3(x10443)+~P12(x10443,x10441,x10442)+E(x10441,x10442)+P13(x10443,x10441,x10442)
% 289.48/289.29 [1050]~P35(x10503)+~P12(x10503,x10501,x10502)+E(x10501,x10502)+P13(x10503,x10501,x10502)
% 289.48/289.29 [1128]~P12(x11283,x11282,x11281)+~P12(x11283,x11281,x11282)+E(x11281,x11282)+~P35(x11283)
% 289.48/289.29 [1152]P13(x11521,x11523,x11522)+~P1(x11521)+~P12(x11521,x11523,x11522)+P12(x11521,x11522,x11523)
% 289.48/289.29 [820]~P34(x8203)+~P50(x8203)+E(x8201,x8202)+~E(f27(x8203,x8201),f27(x8203,x8202))
% 289.48/289.29 [1164]P73(x11641,x11642,x11643)+P13(a3,x11642,f6(a3))+P13(a3,f6(a3),x11642)+~P72(f35(x11641,x11643))
% 289.48/289.29 [1312]~P43(x13121)+P14(x13121,x13122)+P13(x13121,f6(x13121),x13123)+~P14(x13121,f23(x13121,x13123,x13122))
% 289.48/289.29 [1315]P74(x13152,x13151,x13153)+P13(a3,f101(x13153,x13151,x13152),x13151)+E(x13151,f6(a3))+P13(a3,x13151,f6(a3))
% 289.48/289.29 [1316]P73(x13162,x13161,x13163)+P13(a3,f104(x13163,x13161,x13162),x13161)+E(x13161,f6(a3))+P13(a3,x13161,f6(a3))
% 289.48/289.29 [1317]P74(x13172,x13171,x13173)+P13(a3,x13171,f105(x13173,x13171,x13172))+E(x13171,f6(a3))+P13(a3,f6(a3),x13171)
% 289.48/289.29 [1318]P73(x13182,x13181,x13183)+P13(a3,x13181,f108(x13183,x13181,x13182))+E(x13181,f6(a3))+P13(a3,f6(a3),x13181)
% 289.48/289.29 [1323]P74(x13232,x13231,x13233)+E(x13231,f6(a3))+P13(a3,x13231,f6(a3))+P12(a3,f6(a3),f101(x13233,x13231,x13232))
% 289.48/289.29 [1324]P73(x13242,x13241,x13243)+E(x13241,f6(a3))+P13(a3,x13241,f6(a3))+P12(a3,f6(a3),f104(x13243,x13241,x13242))
% 289.48/289.29 [1325]P74(x13252,x13251,x13253)+E(x13251,f6(a3))+P13(a3,f6(a3),x13251)+P12(a3,f105(x13253,x13251,x13252),f6(a3))
% 289.48/289.29 [1326]P73(x13262,x13261,x13263)+E(x13261,f6(a3))+P13(a3,f6(a3),x13261)+P12(a3,f108(x13263,x13261,x13262),f6(a3))
% 289.48/289.29 [1383]P73(x13831,x13832,x13833)+P13(a3,f104(x13833,x13832,x13831),x13832)+P13(a3,x13832,f6(a3))+~P72(f35(x13831,x13833))
% 289.48/289.29 [1384]P73(x13841,x13842,x13843)+P13(a3,x13842,f108(x13843,x13842,x13841))+P13(a3,f6(a3),x13842)+~P72(f35(x13841,x13843))
% 289.48/289.29 [1389]P73(x13891,x13892,x13893)+P13(a3,x13892,f6(a3))+P12(a3,f6(a3),f104(x13893,x13892,x13891))+~P72(f35(x13891,x13893))
% 289.48/289.29 [1390]P73(x13901,x13902,x13903)+P13(a3,f6(a3),x13902)+P12(a3,f108(x13903,x13902,x13901),f6(a3))+~P72(f35(x13901,x13903))
% 289.48/289.29 [1432]E(x14321,x14322)+~P12(a2,x14323,x14322)+~P12(a2,x14323,x14321)+~E(f16(a2,x14321,x14323),f16(a2,x14322,x14323))
% 289.48/289.29 [1508]~P28(x15081)+~P13(x15081,f6(x15081),x15083)+~P13(x15081,f6(x15081),x15082)+P13(x15081,f6(x15081),f18(x15081,x15082,x15083))
% 289.48/289.29 [1509]~P28(x15091)+~P12(x15091,x15093,f6(x15091))+~P12(x15091,x15092,f6(x15091))+P12(x15091,f18(x15091,x15092,x15093),f6(x15091))
% 289.48/289.29 [1510]~P28(x15101)+~P12(x15101,x15103,f6(x15101))+~P13(x15101,x15102,f6(x15101))+P13(x15101,f18(x15101,x15102,x15103),f6(x15101))
% 289.48/289.29 [1511]~P28(x15111)+~P12(x15111,x15112,f6(x15111))+~P13(x15111,x15113,f6(x15111))+P13(x15111,f18(x15111,x15112,x15113),f6(x15111))
% 289.48/289.29 [1512]~P28(x15121)+~P13(x15121,x15123,f6(x15121))+~P13(x15121,x15122,f6(x15121))+P13(x15121,f18(x15121,x15122,x15123),f6(x15121))
% 289.48/289.29 [1521]P74(x15212,x15211,x15213)+P13(a3,x15211,f105(x15213,x15211,x15212))+P13(a3,f101(x15213,x15211,x15212),x15211)+E(x15211,f6(a3))
% 289.48/289.29 [1522]P73(x15222,x15221,x15223)+P13(a3,x15221,f108(x15223,x15221,x15222))+P13(a3,f104(x15223,x15221,x15222),x15221)+E(x15221,f6(a3))
% 289.48/289.29 [1523]P74(x15232,x15231,x15233)+P13(a3,x15231,f105(x15233,x15231,x15232))+E(x15231,f6(a3))+P12(a3,f6(a3),f101(x15233,x15231,x15232))
% 289.48/289.29 [1524]P73(x15242,x15241,x15243)+P13(a3,x15241,f108(x15243,x15241,x15242))+E(x15241,f6(a3))+P12(a3,f6(a3),f104(x15243,x15241,x15242))
% 289.48/289.29 [1525]P74(x15252,x15251,x15253)+P13(a3,f101(x15253,x15251,x15252),x15251)+E(x15251,f6(a3))+P12(a3,f105(x15253,x15251,x15252),f6(a3))
% 289.48/289.29 [1526]P73(x15262,x15261,x15263)+P13(a3,f104(x15263,x15261,x15262),x15261)+E(x15261,f6(a3))+P12(a3,f108(x15263,x15261,x15262),f6(a3))
% 289.48/289.29 [1528]P74(x15282,x15281,x15283)+E(x15281,f6(a3))+P12(a3,f6(a3),f101(x15283,x15281,x15282))+P12(a3,f105(x15283,x15281,x15282),f6(a3))
% 289.48/289.29 [1529]P73(x15292,x15291,x15293)+E(x15291,f6(a3))+P12(a3,f6(a3),f104(x15293,x15291,x15292))+P12(a3,f108(x15293,x15291,x15292),f6(a3))
% 289.48/289.29 [1591]P73(x15911,x15912,x15913)+P13(a3,x15912,f108(x15913,x15912,x15911))+P13(a3,f104(x15913,x15912,x15911),x15912)+~P72(f35(x15911,x15913))
% 289.48/289.29 [1603]P73(x16031,x16032,x16033)+P13(a3,x16032,f108(x16033,x16032,x16031))+P12(a3,f6(a3),f104(x16033,x16032,x16031))+~P72(f35(x16031,x16033))
% 289.48/289.29 [1604]P73(x16041,x16042,x16043)+P13(a3,f104(x16043,x16042,x16041),x16042)+P12(a3,f108(x16043,x16042,x16041),f6(a3))+~P72(f35(x16041,x16043))
% 289.48/289.29 [1614]P73(x16141,x16142,x16143)+P12(a3,f6(a3),f104(x16143,x16142,x16141))+P12(a3,f108(x16143,x16142,x16141),f6(a3))+~P72(f35(x16141,x16143))
% 289.48/289.29 [1733]~P12(a3,x17332,x17333)+P12(a3,f14(a3,x17331,x17332),f14(a3,x17331,x17333))+~P13(a3,x17331,f6(a3))+~P13(a3,f6(a3),x17332)
% 289.48/289.29 [1734]~P12(a3,x17343,x17342)+P12(a3,f14(a3,x17341,x17342),f14(a3,x17341,x17343))+~P12(a3,f6(a3),x17341)+~P13(a3,f6(a3),x17343)
% 289.48/289.29 [1851]~P12(a2,x18513,x18511)+P12(a2,x18511,x18512)+~P12(a2,x18513,x18512)+~P12(a2,f16(a2,x18511,x18513),f16(a2,x18512,x18513))
% 289.48/289.29 [1852]~P12(a2,x18523,x18521)+P13(a2,x18521,x18522)+~P12(a2,x18523,x18522)+~P13(a2,f16(a2,x18521,x18523),f16(a2,x18522,x18523))
% 289.48/289.29 [937]~P32(x9371)+~E(x9372,f6(x9371))+~E(x9373,f6(f112(x9371)))+E(f23(x9371,x9372,x9373),f6(f112(x9371)))
% 289.48/289.29 [1100]~P50(x11002)+~E(f26(x11002,x11003,x11001),f6(a2))+~E(f35(f27(x11002,x11001),x11003),f6(x11002))+E(x11001,f6(f112(x11002)))
% 289.48/289.29 [1137]~P43(x11371)+~P14(x11371,x11373)+~P14(x11371,x11372)+P14(x11371,f18(f112(x11371),x11372,x11373))
% 289.48/289.29 [1180]P14(x11802,x11801)+~P43(x11802)+~P14(x11802,f23(x11802,x11803,x11801))+E(x11801,f6(f112(x11802)))
% 289.48/289.29 [1181]P74(x11811,x11812,x11813)+P13(a3,x11812,f6(a3))+P13(a3,f6(a3),x11812)+~P72(f35(x11811,f6(a3)))
% 289.48/289.29 [1209]~P43(x12093)+E(x12091,x12092)+~P12(f112(x12093),x12091,x12092)+P14(x12093,f16(f112(x12093),x12092,x12091))
% 289.48/289.29 [1235]~P43(x12351)+~P13(x12351,f6(x12351),x12352)+P14(x12351,f23(x12351,x12352,x12353))+~E(x12353,f6(f112(x12351)))
% 289.48/289.29 [1285]~P12(a2,x12853,f41(x12852,x12851))+~P72(f35(x12851,x12852))+~P72(f35(x12851,x12853))+P72(f35(x12851,f6(a2)))
% 289.48/289.29 [1407]P74(x14071,x14072,x14073)+P13(a3,f101(x14073,x14072,x14071),x14072)+P13(a3,x14072,f6(a3))+~P72(f35(x14071,f6(a3)))
% 289.48/289.29 [1408]P74(x14081,x14082,x14083)+P13(a3,x14082,f105(x14083,x14082,x14081))+P13(a3,f6(a3),x14082)+~P72(f35(x14081,f6(a3)))
% 289.48/289.29 [1422]P74(x14221,x14222,x14223)+P13(a3,x14222,f6(a3))+P12(a3,f6(a3),f101(x14223,x14222,x14221))+~P72(f35(x14221,f6(a3)))
% 289.48/289.29 [1423]P74(x14231,x14232,x14233)+P13(a3,f6(a3),x14232)+P12(a3,f105(x14233,x14232,x14231),f6(a3))+~P72(f35(x14231,f6(a3)))
% 289.48/289.29 [1615]P74(x16151,x16152,x16153)+P13(a3,x16152,f105(x16153,x16152,x16151))+P13(a3,f101(x16153,x16152,x16151),x16152)+~P72(f35(x16151,f6(a3)))
% 289.48/289.29 [1619]P74(x16191,x16192,x16193)+P13(a3,x16192,f105(x16193,x16192,x16191))+P12(a3,f6(a3),f101(x16193,x16192,x16191))+~P72(f35(x16191,f6(a3)))
% 289.48/289.29 [1620]P74(x16201,x16202,x16203)+P13(a3,f101(x16203,x16202,x16201),x16202)+P12(a3,f105(x16203,x16202,x16201),f6(a3))+~P72(f35(x16201,f6(a3)))
% 289.48/289.29 [1624]P74(x16241,x16242,x16243)+P12(a3,f6(a3),f101(x16243,x16242,x16241))+P12(a3,f105(x16243,x16242,x16241),f6(a3))+~P72(f35(x16241,f6(a3)))
% 289.48/289.29 [1702]P74(x17022,x17021,x17023)+E(x17021,f6(a3))+P13(a3,x17021,f6(a3))+~P72(f35(x17022,f102(x17023,x17021,x17022)))
% 289.48/289.29 [1703]P73(x17032,x17031,x17033)+E(x17031,f6(a3))+P13(a3,x17031,f6(a3))+~P72(f35(x17032,f104(x17033,x17031,x17032)))
% 289.48/289.29 [1704]P74(x17042,x17041,x17043)+E(x17041,f6(a3))+P13(a3,f6(a3),x17041)+~P72(f35(x17042,f106(x17043,x17041,x17042)))
% 289.48/289.29 [1705]P73(x17052,x17051,x17053)+E(x17051,f6(a3))+P13(a3,f6(a3),x17051)+~P72(f35(x17052,f108(x17053,x17051,x17052)))
% 289.48/289.29 [1765]P13(a2,f70(x17652,x17651,x17653),x17653)+~P12(a3,x17652,f35(x17651,x17653))+E(f35(x17651,f69(x17652,x17651,x17653)),x17652)+~P12(a3,f35(x17651,f6(a2)),x17652)
% 289.48/289.29 [1766]P13(a2,f72(x17662,x17661,x17663),x17663)+~P12(a3,x17662,f35(x17661,x17663))+E(f35(x17661,f71(x17662,x17661,x17663)),x17662)+~P12(a3,f35(x17661,f6(a2)),x17662)
% 289.48/289.29 [1769]P73(x17691,x17692,x17693)+P13(a3,x17692,f6(a3))+~P72(f35(x17691,x17693))+~P72(f35(x17691,f104(x17693,x17692,x17691)))
% 289.48/289.29 [1770]P73(x17701,x17702,x17703)+P13(a3,f6(a3),x17702)+~P72(f35(x17701,x17703))+~P72(f35(x17701,f108(x17703,x17702,x17701)))
% 289.48/289.29 [1782]P74(x17821,x17822,x17823)+P13(a3,x17822,f6(a3))+~P72(f35(x17821,f102(x17823,x17822,x17821)))+~P72(f35(x17821,f6(a3)))
% 289.48/289.29 [1783]P74(x17831,x17832,x17833)+P13(a3,f6(a3),x17832)+~P72(f35(x17831,f106(x17833,x17832,x17831)))+~P72(f35(x17831,f6(a3)))
% 289.48/289.29 [1811]P13(a2,f70(x18111,x18112,x18113),x18113)+~P12(a3,x18111,f35(x18112,x18113))+P12(a2,f69(x18111,x18112,x18113),x18113)+~P12(a3,f35(x18112,f6(a2)),x18111)
% 289.48/289.29 [1812]P13(a2,f72(x18121,x18122,x18123),x18123)+~P12(a3,x18121,f35(x18122,x18123))+P12(a2,f71(x18121,x18122,x18123),x18123)+~P12(a3,f35(x18122,f6(a2)),x18121)
% 289.48/289.29 [1813]P74(x18133,x18131,x18132)+E(x18131,f6(a3))+P13(a3,x18131,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18131),f102(x18132,x18131,x18133)),f101(x18132,x18131,x18133)),x18132)
% 289.48/289.29 [1814]P73(x18143,x18141,x18142)+E(x18141,f6(a3))+P13(a3,x18141,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18141),f107(x18142,x18141,x18143)),f104(x18142,x18141,x18143)),x18142)
% 289.48/289.29 [1815]P74(x18153,x18151,x18152)+E(x18151,f6(a3))+P13(a3,f6(a3),x18151)+E(f18(a3,f35(f35(f17(a3),x18151),f106(x18152,x18151,x18153)),f105(x18152,x18151,x18153)),x18152)
% 289.48/289.29 [1816]P73(x18163,x18161,x18162)+E(x18161,f6(a3))+P13(a3,f6(a3),x18161)+E(f18(a3,f35(f35(f17(a3),x18161),f109(x18162,x18161,x18163)),f108(x18162,x18161,x18163)),x18162)
% 289.48/289.29 [1823]P74(x18232,x18231,x18233)+P13(a3,x18231,f105(x18233,x18231,x18232))+E(x18231,f6(a3))+~P72(f35(x18232,f102(x18233,x18231,x18232)))
% 289.48/289.29 [1824]P73(x18242,x18241,x18243)+P13(a3,x18241,f108(x18243,x18241,x18242))+E(x18241,f6(a3))+~P72(f35(x18242,f104(x18243,x18241,x18242)))
% 289.48/289.29 [1825]P74(x18252,x18251,x18253)+P13(a3,f101(x18253,x18251,x18252),x18251)+E(x18251,f6(a3))+~P72(f35(x18252,f106(x18253,x18251,x18252)))
% 289.48/289.29 [1826]P73(x18262,x18261,x18263)+P13(a3,f104(x18263,x18261,x18262),x18261)+E(x18261,f6(a3))+~P72(f35(x18262,f108(x18263,x18261,x18262)))
% 289.48/289.29 [1831]P74(x18312,x18311,x18313)+E(x18311,f6(a3))+P12(a3,f6(a3),f101(x18313,x18311,x18312))+~P72(f35(x18312,f106(x18313,x18311,x18312)))
% 289.48/289.29 [1832]P73(x18322,x18321,x18323)+E(x18321,f6(a3))+P12(a3,f6(a3),f104(x18323,x18321,x18322))+~P72(f35(x18322,f108(x18323,x18321,x18322)))
% 289.48/289.29 [1833]P74(x18332,x18331,x18333)+E(x18331,f6(a3))+P12(a3,f105(x18333,x18331,x18332),f6(a3))+~P72(f35(x18332,f102(x18333,x18331,x18332)))
% 289.48/289.29 [1834]P73(x18342,x18341,x18343)+E(x18341,f6(a3))+P12(a3,f108(x18343,x18341,x18342),f6(a3))+~P72(f35(x18342,f104(x18343,x18341,x18342)))
% 289.48/289.29 [1839]P73(x18393,x18391,x18392)+P13(a3,x18391,f6(a3))+~P72(f35(x18393,x18392))+E(f18(a3,f35(f35(f17(a3),x18391),f107(x18392,x18391,x18393)),f104(x18392,x18391,x18393)),x18392)
% 289.48/289.29 [1840]P73(x18403,x18401,x18402)+P13(a3,f6(a3),x18401)+~P72(f35(x18403,x18402))+E(f18(a3,f35(f35(f17(a3),x18401),f109(x18402,x18401,x18403)),f108(x18402,x18401,x18403)),x18402)
% 289.48/289.29 [1856]P74(x18563,x18561,x18562)+P13(a3,x18561,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18561),f102(x18562,x18561,x18563)),f101(x18562,x18561,x18563)),x18562)+~P72(f35(x18563,f6(a3)))
% 289.48/289.29 [1857]P74(x18573,x18571,x18572)+P13(a3,f6(a3),x18571)+E(f18(a3,f35(f35(f17(a3),x18571),f106(x18572,x18571,x18573)),f105(x18572,x18571,x18573)),x18572)+~P72(f35(x18573,f6(a3)))
% 289.48/289.29 [1859]P73(x18591,x18592,x18593)+P13(a3,x18592,f108(x18593,x18592,x18591))+~P72(f35(x18591,x18593))+~P72(f35(x18591,f104(x18593,x18592,x18591)))
% 289.48/289.29 [1860]P73(x18601,x18602,x18603)+P13(a3,f104(x18603,x18602,x18601),x18602)+~P72(f35(x18601,x18603))+~P72(f35(x18601,f108(x18603,x18602,x18601)))
% 289.48/289.29 [1861]P73(x18611,x18612,x18613)+P12(a3,f6(a3),f104(x18613,x18612,x18611))+~P72(f35(x18611,x18613))+~P72(f35(x18611,f108(x18613,x18612,x18611)))
% 289.48/289.29 [1862]P73(x18621,x18622,x18623)+P12(a3,f108(x18623,x18622,x18621),f6(a3))+~P72(f35(x18621,x18623))+~P72(f35(x18621,f104(x18623,x18622,x18621)))
% 289.48/289.29 [1866]P74(x18661,x18662,x18663)+P13(a3,x18662,f105(x18663,x18662,x18661))+~P72(f35(x18661,f102(x18663,x18662,x18661)))+~P72(f35(x18661,f6(a3)))
% 289.48/289.29 [1867]P74(x18671,x18672,x18673)+P13(a3,f101(x18673,x18672,x18671),x18672)+~P72(f35(x18671,f106(x18673,x18672,x18671)))+~P72(f35(x18671,f6(a3)))
% 289.48/289.29 [1868]P74(x18681,x18682,x18683)+P12(a3,f6(a3),f101(x18683,x18682,x18681))+~P72(f35(x18681,f106(x18683,x18682,x18681)))+~P72(f35(x18681,f6(a3)))
% 289.48/289.29 [1869]P74(x18691,x18692,x18693)+P12(a3,f105(x18693,x18692,x18691),f6(a3))+~P72(f35(x18691,f102(x18693,x18692,x18691)))+~P72(f35(x18691,f6(a3)))
% 289.48/289.29 [1882]P74(x18823,x18821,x18822)+P13(a3,x18821,f105(x18822,x18821,x18823))+E(x18821,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18821),f102(x18822,x18821,x18823)),f101(x18822,x18821,x18823)),x18822)
% 289.48/289.29 [1883]P73(x18833,x18831,x18832)+P13(a3,x18831,f108(x18832,x18831,x18833))+E(x18831,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18831),f107(x18832,x18831,x18833)),f104(x18832,x18831,x18833)),x18832)
% 289.48/289.29 [1884]P74(x18843,x18841,x18842)+P13(a3,f101(x18842,x18841,x18843),x18841)+E(x18841,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18841),f106(x18842,x18841,x18843)),f105(x18842,x18841,x18843)),x18842)
% 289.48/289.29 [1885]P73(x18853,x18851,x18852)+P13(a3,f104(x18852,x18851,x18853),x18851)+E(x18851,f6(a3))+E(f18(a3,f35(f35(f17(a3),x18851),f109(x18852,x18851,x18853)),f108(x18852,x18851,x18853)),x18852)
% 289.48/289.29 [1888]P74(x18883,x18881,x18882)+E(x18881,f6(a3))+P12(a3,f6(a3),f101(x18882,x18881,x18883))+E(f18(a3,f35(f35(f17(a3),x18881),f106(x18882,x18881,x18883)),f105(x18882,x18881,x18883)),x18882)
% 289.48/289.29 [1889]P73(x18893,x18891,x18892)+E(x18891,f6(a3))+P12(a3,f6(a3),f104(x18892,x18891,x18893))+E(f18(a3,f35(f35(f17(a3),x18891),f109(x18892,x18891,x18893)),f108(x18892,x18891,x18893)),x18892)
% 289.48/289.29 [1890]P74(x18903,x18901,x18902)+E(x18901,f6(a3))+P12(a3,f105(x18902,x18901,x18903),f6(a3))+E(f18(a3,f35(f35(f17(a3),x18901),f102(x18902,x18901,x18903)),f101(x18902,x18901,x18903)),x18902)
% 289.48/289.29 [1891]P73(x18913,x18911,x18912)+E(x18911,f6(a3))+P12(a3,f108(x18912,x18911,x18913),f6(a3))+E(f18(a3,f35(f35(f17(a3),x18911),f107(x18912,x18911,x18913)),f104(x18912,x18911,x18913)),x18912)
% 289.48/289.29 [1902]P73(x19023,x19021,x19022)+P13(a3,x19021,f108(x19022,x19021,x19023))+~P72(f35(x19023,x19022))+E(f18(a3,f35(f35(f17(a3),x19021),f107(x19022,x19021,x19023)),f104(x19022,x19021,x19023)),x19022)
% 289.48/289.29 [1903]P73(x19033,x19031,x19032)+P13(a3,f104(x19032,x19031,x19033),x19031)+~P72(f35(x19033,x19032))+E(f18(a3,f35(f35(f17(a3),x19031),f109(x19032,x19031,x19033)),f108(x19032,x19031,x19033)),x19032)
% 289.48/289.29 [1904]P73(x19043,x19041,x19042)+P12(a3,f6(a3),f104(x19042,x19041,x19043))+~P72(f35(x19043,x19042))+E(f18(a3,f35(f35(f17(a3),x19041),f109(x19042,x19041,x19043)),f108(x19042,x19041,x19043)),x19042)
% 289.48/289.29 [1905]P73(x19053,x19051,x19052)+P12(a3,f108(x19052,x19051,x19053),f6(a3))+~P72(f35(x19053,x19052))+E(f18(a3,f35(f35(f17(a3),x19051),f107(x19052,x19051,x19053)),f104(x19052,x19051,x19053)),x19052)
% 289.48/289.29 [1908]P74(x19083,x19081,x19082)+P13(a3,x19081,f105(x19082,x19081,x19083))+E(f18(a3,f35(f35(f17(a3),x19081),f102(x19082,x19081,x19083)),f101(x19082,x19081,x19083)),x19082)+~P72(f35(x19083,f6(a3)))
% 289.48/289.29 [1909]P74(x19093,x19091,x19092)+P13(a3,f101(x19092,x19091,x19093),x19091)+E(f18(a3,f35(f35(f17(a3),x19091),f106(x19092,x19091,x19093)),f105(x19092,x19091,x19093)),x19092)+~P72(f35(x19093,f6(a3)))
% 289.48/289.29 [1911]P74(x19113,x19111,x19112)+P12(a3,f6(a3),f101(x19112,x19111,x19113))+E(f18(a3,f35(f35(f17(a3),x19111),f106(x19112,x19111,x19113)),f105(x19112,x19111,x19113)),x19112)+~P72(f35(x19113,f6(a3)))
% 289.48/289.29 [1912]P74(x19123,x19121,x19122)+P12(a3,f105(x19122,x19121,x19123),f6(a3))+E(f18(a3,f35(f35(f17(a3),x19121),f102(x19122,x19121,x19123)),f101(x19122,x19121,x19123)),x19122)+~P72(f35(x19123,f6(a3)))
% 289.48/289.29 [1927]P74(x19272,x19271,x19273)+E(x19271,f6(a3))+~P72(f35(x19272,f102(x19273,x19271,x19272)))+~P72(f35(x19272,f106(x19273,x19271,x19272)))
% 289.48/289.29 [1928]P73(x19282,x19281,x19283)+E(x19281,f6(a3))+~P72(f35(x19282,f104(x19283,x19281,x19282)))+~P72(f35(x19282,f108(x19283,x19281,x19282)))
% 289.48/289.29 [1935]P73(x19351,x19352,x19353)+~P72(f35(x19351,x19353))+~P72(f35(x19351,f104(x19353,x19352,x19351)))+~P72(f35(x19351,f108(x19353,x19352,x19351)))
% 289.48/289.29 [1936]P74(x19361,x19362,x19363)+~P72(f35(x19361,f102(x19363,x19362,x19361)))+~P72(f35(x19361,f106(x19363,x19362,x19361)))+~P72(f35(x19361,f6(a3)))
% 289.48/289.29 [1937]P74(x19373,x19371,x19372)+E(x19371,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19371),f102(x19372,x19371,x19373)),f101(x19372,x19371,x19373)),x19372)+~P72(f35(x19373,f106(x19372,x19371,x19373)))
% 289.48/289.29 [1938]P73(x19383,x19381,x19382)+E(x19381,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19381),f107(x19382,x19381,x19383)),f104(x19382,x19381,x19383)),x19382)+~P72(f35(x19383,f108(x19382,x19381,x19383)))
% 289.48/289.29 [1939]P74(x19393,x19391,x19392)+E(x19391,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19391),f106(x19392,x19391,x19393)),f105(x19392,x19391,x19393)),x19392)+~P72(f35(x19393,f102(x19392,x19391,x19393)))
% 289.48/289.29 [1940]P73(x19403,x19401,x19402)+E(x19401,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19401),f109(x19402,x19401,x19403)),f108(x19402,x19401,x19403)),x19402)+~P72(f35(x19403,f104(x19402,x19401,x19403)))
% 289.48/289.29 [1947]P73(x19473,x19471,x19472)+~P72(f35(x19473,x19472))+E(f18(a3,f35(f35(f17(a3),x19471),f107(x19472,x19471,x19473)),f104(x19472,x19471,x19473)),x19472)+~P72(f35(x19473,f108(x19472,x19471,x19473)))
% 289.48/289.29 [1948]P73(x19483,x19481,x19482)+~P72(f35(x19483,x19482))+E(f18(a3,f35(f35(f17(a3),x19481),f109(x19482,x19481,x19483)),f108(x19482,x19481,x19483)),x19482)+~P72(f35(x19483,f104(x19482,x19481,x19483)))
% 289.48/289.29 [1953]P74(x19533,x19531,x19532)+E(f18(a3,f35(f35(f17(a3),x19531),f102(x19532,x19531,x19533)),f101(x19532,x19531,x19533)),x19532)+~P72(f35(x19533,f106(x19532,x19531,x19533)))+~P72(f35(x19533,f6(a3)))
% 289.48/289.29 [1954]P74(x19543,x19541,x19542)+E(f18(a3,f35(f35(f17(a3),x19541),f106(x19542,x19541,x19543)),f105(x19542,x19541,x19543)),x19542)+~P72(f35(x19543,f102(x19542,x19541,x19543)))+~P72(f35(x19543,f6(a3)))
% 289.48/289.29 [1956]P74(x19563,x19561,x19562)+E(x19561,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19561),f106(x19562,x19561,x19563)),f105(x19562,x19561,x19563)),x19562)+E(f18(a3,f35(f35(f17(a3),x19561),f102(x19562,x19561,x19563)),f101(x19562,x19561,x19563)),x19562)
% 289.48/289.29 [1957]P73(x19573,x19571,x19572)+E(x19571,f6(a3))+E(f18(a3,f35(f35(f17(a3),x19571),f109(x19572,x19571,x19573)),f108(x19572,x19571,x19573)),x19572)+E(f18(a3,f35(f35(f17(a3),x19571),f107(x19572,x19571,x19573)),f104(x19572,x19571,x19573)),x19572)
% 289.48/289.29 [1962]P73(x19623,x19621,x19622)+~P72(f35(x19623,x19622))+E(f18(a3,f35(f35(f17(a3),x19621),f109(x19622,x19621,x19623)),f108(x19622,x19621,x19623)),x19622)+E(f18(a3,f35(f35(f17(a3),x19621),f107(x19622,x19621,x19623)),f104(x19622,x19621,x19623)),x19622)
% 289.48/289.29 [1965]P74(x19653,x19651,x19652)+E(f18(a3,f35(f35(f17(a3),x19651),f106(x19652,x19651,x19653)),f105(x19652,x19651,x19653)),x19652)+E(f18(a3,f35(f35(f17(a3),x19651),f102(x19652,x19651,x19653)),f101(x19652,x19651,x19653)),x19652)+~P72(f35(x19653,f6(a3)))
% 289.48/289.29 [951]~P67(x9512)+E(x9511,f6(x9512))+E(x9513,f6(x9512))+~E(f35(f35(f17(x9512),x9513),x9511),f6(x9512))
% 289.48/289.29 [953]~P60(x9532)+E(x9531,f6(x9532))+E(x9533,f6(x9532))+~E(f35(f35(f17(x9532),x9533),x9531),f6(x9532))
% 289.48/289.29 [1471]~P42(x14711)+~P13(x14711,f7(x14711),x14712)+~P13(a2,f6(a2),x14713)+P13(x14711,f7(x14711),f35(f35(f21(x14711),x14712),x14713))
% 289.48/289.29 [1485]~P56(x14851)+~P12(x14851,x14853,f6(x14851))+~P12(x14851,x14852,f6(x14851))+P12(x14851,f6(x14851),f35(f35(f17(x14851),x14852),x14853))
% 289.48/289.29 [1486]~P51(x14861)+~P12(x14861,x14863,f6(x14861))+~P12(x14861,x14862,f6(x14861))+P12(x14861,f6(x14861),f35(f35(f17(x14861),x14862),x14863))
% 289.48/289.29 [1487]~P51(x14871)+~P13(x14871,x14873,f6(x14871))+~P13(x14871,x14872,f6(x14871))+P13(x14871,f6(x14871),f35(f35(f17(x14871),x14872),x14873))
% 289.48/289.29 [1488]~P56(x14881)+~P12(x14881,f6(x14881),x14883)+~P12(x14881,f6(x14881),x14882)+P12(x14881,f6(x14881),f35(f35(f17(x14881),x14882),x14883))
% 289.48/289.29 [1489]~P51(x14891)+~P12(x14891,f6(x14891),x14893)+~P12(x14891,f6(x14891),x14892)+P12(x14891,f6(x14891),f35(f35(f17(x14891),x14892),x14893))
% 289.48/289.29 [1490]~P61(x14901)+~P12(x14901,f6(x14901),x14903)+~P12(x14901,f6(x14901),x14902)+P12(x14901,f6(x14901),f35(f35(f17(x14901),x14902),x14903))
% 289.48/289.29 [1491]~P57(x14911)+~P13(x14911,f6(x14911),x14913)+~P13(x14911,f6(x14911),x14912)+P13(x14911,f6(x14911),f35(f35(f17(x14911),x14912),x14913))
% 289.48/289.29 [1492]~P42(x14921)+~P13(x14921,f7(x14921),x14923)+~P13(x14921,f7(x14921),x14922)+P13(x14921,f7(x14921),f35(f35(f17(x14921),x14922),x14923))
% 289.48/289.29 [1494]~P51(x14941)+~P12(x14941,x14943,f6(x14941))+~P12(x14941,f6(x14941),x14942)+P12(x14941,f35(f35(f17(x14941),x14942),x14943),f6(x14941))
% 289.48/289.29 [1495]~P51(x14951)+~P12(x14951,x14952,f6(x14951))+~P12(x14951,f6(x14951),x14953)+P12(x14951,f35(f35(f17(x14951),x14952),x14953),f6(x14951))
% 289.48/289.29 [1497]~P61(x14971)+~P12(x14971,x14973,f6(x14971))+~P12(x14971,f6(x14971),x14972)+P12(x14971,f35(f35(f17(x14971),x14972),x14973),f6(x14971))
% 289.48/289.29 [1499]~P61(x14991)+~P12(x14991,x14992,f6(x14991))+~P12(x14991,f6(x14991),x14993)+P12(x14991,f35(f35(f17(x14991),x14992),x14993),f6(x14991))
% 289.48/289.29 [1501]~P57(x15011)+~P13(x15011,x15013,f6(x15011))+~P13(x15011,f6(x15011),x15012)+P13(x15011,f35(f35(f17(x15011),x15012),x15013),f6(x15011))
% 289.48/289.29 [1502]~P57(x15021)+~P13(x15021,x15022,f6(x15021))+~P13(x15021,f6(x15021),x15023)+P13(x15021,f35(f35(f17(x15021),x15022),x15023),f6(x15021))
% 289.48/289.29 [1530]~P51(x15301)+P12(x15301,x15302,f6(x15301))+P12(x15301,x15303,f6(x15301))+~P12(x15301,f35(f35(f17(x15301),x15303),x15302),f6(x15301))
% 289.48/289.29 [1531]~P51(x15311)+P12(x15311,x15312,f6(x15311))+P12(x15311,f6(x15311),x15313)+~P12(x15311,f6(x15311),f35(f35(f17(x15311),x15313),x15312))
% 289.48/289.29 [1532]~P51(x15321)+P12(x15321,x15322,f6(x15321))+P12(x15321,f6(x15321),x15323)+~P12(x15321,f6(x15321),f35(f35(f17(x15321),x15322),x15323))
% 289.48/289.29 [1533]~P51(x15331)+P12(x15331,f6(x15331),x15332)+P12(x15331,x15332,f6(x15331))+~P12(x15331,f6(x15331),f35(f35(f17(x15331),x15333),x15332))
% 289.48/289.29 [1534]~P51(x15341)+P12(x15341,f6(x15341),x15342)+P12(x15341,x15342,f6(x15341))+~P12(x15341,f6(x15341),f35(f35(f17(x15341),x15342),x15343))
% 289.48/289.29 [1535]~P51(x15351)+P12(x15351,f6(x15351),x15352)+P12(x15351,x15352,f6(x15351))+~P12(x15351,f35(f35(f17(x15351),x15353),x15352),f6(x15351))
% 289.48/289.29 [1536]~P51(x15361)+P12(x15361,f6(x15361),x15362)+P12(x15361,x15362,f6(x15361))+~P12(x15361,f35(f35(f17(x15361),x15362),x15363),f6(x15361))
% 289.48/289.29 [1537]~P51(x15371)+P12(x15371,f6(x15371),x15372)+P12(x15371,f6(x15371),x15373)+~P12(x15371,f35(f35(f17(x15371),x15372),x15373),f6(x15371))
% 289.48/289.29 [1586]~P57(x15861)+P13(x15861,f6(x15861),x15862)+~P13(x15861,f6(x15861),x15863)+~P13(x15861,f6(x15861),f35(f35(f17(x15861),x15863),x15862))
% 289.48/289.29 [1587]~P57(x15871)+P13(x15871,f6(x15871),x15872)+~P13(x15871,f6(x15871),x15873)+~P13(x15871,f6(x15871),f35(f35(f17(x15871),x15872),x15873))
% 289.48/289.29 [1807]~P42(x18071)+~P12(x18071,x18072,f7(x18071))+~P12(x18071,f6(x18071),x18072)+P12(x18071,f35(f35(f21(x18071),x18072),f18(a2,x18073,f7(a2))),x18072)
% 289.48/289.29 [1817]~P42(x18171)+~P13(x18171,x18172,f7(x18171))+~P13(x18171,f6(x18171),x18172)+P13(x18171,f35(f35(f21(x18171),x18172),f18(a2,x18173,f7(a2))),f7(x18171))
% 289.48/289.29 [1946]E(x19461,f14(a2,x19462,x19463))+~P13(a2,f6(a2),x19463)+~P12(a2,f35(f35(f17(a2),x19463),x19461),x19462)+~P13(a2,x19462,f35(f35(f17(a2),x19463),f18(a2,x19461,f7(a2))))
% 289.48/289.29 [1958]~P36(x19581)+P15(x19581,x19582)+~P13(a1,f6(a1),x19583)+~P12(a1,f33(x19581,f35(x19582,f57(x19582,x19581,x19583))),x19583)
% 289.48/289.29 [1959]~P36(x19591)+P15(x19591,x19592)+~P13(a1,f6(a1),x19593)+~P12(a1,f33(x19591,f35(x19592,f61(x19592,x19593,x19591))),x19593)
% 289.48/289.29 [1167]~P43(x11671)+~P14(x11671,x11673)+~P14(x11671,x11672)+P14(x11671,f35(f35(f17(f112(x11671)),x11672),x11673))
% 289.48/289.29 [1331]~P51(x13311)+~E(x13313,f6(x13311))+~E(x13312,f6(x13311))+E(f18(x13311,f35(f35(f17(x13311),x13312),x13312),f35(f35(f17(x13311),x13313),x13313)),f6(x13311))
% 289.48/289.29 [1625]~P65(x16251)+~P12(x16251,x16252,f6(x16251))+~P12(x16251,x16253,f6(x16251))+E(f35(f35(f17(x16251),f12(x16251,x16252)),f12(x16251,x16253)),f12(x16251,f35(f35(f17(x16251),x16252),x16253)))
% 289.48/289.29 [1626]~P65(x16261)+~P12(x16261,x16262,f6(x16261))+~P12(x16261,f6(x16261),x16263)+E(f35(f35(f17(x16261),f12(x16261,x16262)),f12(x16261,x16263)),f12(x16261,f35(f35(f17(x16261),x16262),x16263)))
% 289.48/289.29 [1627]~P65(x16271)+~P12(x16271,x16273,f6(x16271))+~P12(x16271,f6(x16271),x16272)+E(f35(f35(f17(x16271),f12(x16271,x16272)),f12(x16271,x16273)),f12(x16271,f35(f35(f17(x16271),x16272),x16273)))
% 289.48/289.29 [1628]~P65(x16281)+~P12(x16281,f6(x16281),x16282)+~P12(x16281,f6(x16281),x16283)+E(f35(f35(f17(x16281),f12(x16281,x16282)),f12(x16281,x16283)),f12(x16281,f35(f35(f17(x16281),x16282),x16283)))
% 289.48/289.29 [1667]~P13(a3,x16672,x16673)+~P13(a3,f6(a3),x16673)+P12(a3,f7(a3),x16671)+~E(f18(a3,x16672,f35(f35(f17(a3),x16673),x16671)),x16673)
% 289.48/289.29 [1671]~P12(a3,f6(a3),x16712)+~P13(a3,f6(a3),x16713)+P12(a3,x16711,f7(a3))+~E(f18(a3,x16712,f35(f35(f17(a3),x16713),x16711)),x16713)
% 289.48/289.29 [1822]~P51(x18221)+~E(x18223,f6(x18221))+~E(x18222,f6(x18221))+P12(x18221,f18(x18221,f35(f35(f17(x18221),x18222),x18222),f35(f35(f17(x18221),x18223),x18223)),f6(x18221))
% 289.48/289.29 [1870]~P42(x18701)+~P13(x18701,x18702,f7(x18701))+~P13(x18701,f6(x18701),x18702)+P13(x18701,f35(f35(f17(x18701),x18702),f35(f35(f21(x18701),x18702),x18703)),f35(f35(f21(x18701),x18702),x18703))
% 289.48/289.29 [1919]~P13(a3,x19192,x19193)+~P13(a3,f6(a3),x19193)+P12(a3,f6(a3),x19191)+~P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),x19193),x19191),x19192))
% 289.48/289.29 [1921]P12(a3,x19211,f6(a3))+~P12(a3,f6(a3),x19212)+~P13(a3,f6(a3),x19213)+~P13(a3,f18(a3,f35(f35(f17(a3),x19213),x19211),x19212),f6(a3))
% 289.48/289.29 [1945]~P51(x19452)+~E(x19451,f6(x19452))+~E(x19453,f6(x19452))+~P13(x19452,f6(x19452),f18(x19452,f35(f35(f17(x19452),x19453),x19453),f35(f35(f17(x19452),x19451),x19451)))
% 289.48/289.29 [2055]~P12(a3,x20552,f35(x20551,x20553))+E(f35(x20551,f69(x20552,x20551,x20553)),x20552)+~P12(a3,f35(x20551,f6(a2)),x20552)+~P12(a3,f12(a3,f16(a3,f35(x20551,f18(a2,f70(x20552,x20551,x20553),f7(a2))),f35(x20551,f70(x20552,x20551,x20553)))),f7(a3))
% 289.48/289.29 [2056]~P12(a3,x20562,f35(x20561,x20563))+E(f35(x20561,f71(x20562,x20561,x20563)),x20562)+~P12(a3,f35(x20561,f6(a2)),x20562)+~P12(a3,f12(a3,f16(a3,f35(x20561,f18(a2,f72(x20562,x20561,x20563),f7(a2))),f35(x20561,f72(x20562,x20561,x20563)))),f7(a3))
% 289.48/289.29 [2057]~P12(a3,x20571,f35(x20572,x20573))+P12(a2,f69(x20571,x20572,x20573),x20573)+~P12(a3,f35(x20572,f6(a2)),x20571)+~P12(a3,f12(a3,f16(a3,f35(x20572,f18(a2,f70(x20571,x20572,x20573),f7(a2))),f35(x20572,f70(x20571,x20572,x20573)))),f7(a3))
% 289.48/289.29 [2058]~P12(a3,x20581,f35(x20582,x20583))+P12(a2,f71(x20581,x20582,x20583),x20583)+~P12(a3,f35(x20582,f6(a2)),x20581)+~P12(a3,f12(a3,f16(a3,f35(x20582,f18(a2,f72(x20581,x20582,x20583),f7(a2))),f35(x20582,f72(x20581,x20582,x20583)))),f7(a3))
% 289.48/289.29 [1195]~P35(x11951)+~P12(x11951,x11954,x11953)+P12(x11951,x11952,x11953)+~P12(x11951,x11952,x11954)
% 289.48/289.29 [1196]~P1(x11961)+~P12(x11961,x11962,x11964)+P12(x11961,x11962,x11963)+~P12(x11961,x11964,x11963)
% 289.48/289.29 [1197]~P35(x11971)+~P13(x11971,x11974,x11973)+P13(x11971,x11972,x11973)+~P12(x11971,x11972,x11974)
% 289.48/289.29 [1198]~P35(x11981)+~P13(x11981,x11982,x11984)+P13(x11981,x11982,x11983)+~P12(x11981,x11984,x11983)
% 289.48/289.29 [1199]~P35(x11991)+~P13(x11991,x11994,x11993)+P13(x11991,x11992,x11993)+~P13(x11991,x11992,x11994)
% 289.48/289.29 [1200]~P1(x12001)+~P13(x12001,x12002,x12004)+P13(x12001,x12002,x12003)+~P12(x12001,x12004,x12003)
% 289.48/289.29 [1201]~P1(x12011)+~P13(x12011,x12014,x12013)+P13(x12011,x12012,x12013)+~P12(x12011,x12012,x12014)
% 289.48/289.29 [1202]~P1(x12021)+~P13(x12021,x12022,x12024)+P13(x12021,x12022,x12023)+~P13(x12021,x12024,x12023)
% 289.48/289.29 [1169]~P35(x11691)+~P16(x11691,x11692)+~P12(a2,x11694,x11693)+P12(x11691,f35(x11692,x11693),f35(x11692,x11694))
% 289.48/289.29 [1170]~P35(x11701)+~P17(x11701,x11702)+~P12(a2,x11703,x11704)+P12(x11701,f35(x11702,x11703),f35(x11702,x11704))
% 289.48/289.29 [1339]~P2(x13392)+P13(f117(x13391,x13392),x13394,x13393)+~P12(f117(x13391,x13392),x13394,x13393)+P12(f117(x13391,x13392),x13393,x13394)
% 289.48/289.29 [1463]~P28(x14631)+~P12(x14631,x14632,x14633)+~P12(x14631,f6(x14631),x14634)+P12(x14631,x14632,f18(x14631,x14633,x14634))
% 289.48/289.29 [1464]~P28(x14641)+~P12(x14641,x14642,x14644)+~P12(x14641,f6(x14641),x14643)+P12(x14641,x14642,f18(x14641,x14643,x14644))
% 289.48/289.29 [1465]~P42(x14651)+~P13(x14651,x14652,x14654)+~P13(x14651,f6(x14651),x14653)+P13(x14651,x14652,f18(x14651,x14653,x14654))
% 289.48/289.29 [1466]~P28(x14661)+~P12(x14661,x14662,x14664)+~P13(x14661,f6(x14661),x14663)+P13(x14661,x14662,f18(x14661,x14663,x14664))
% 289.48/289.29 [1467]~P28(x14671)+~P13(x14671,x14672,x14674)+~P12(x14671,f6(x14671),x14673)+P13(x14671,x14672,f18(x14671,x14673,x14674))
% 289.48/289.29 [1658]~P36(x16582)+E(x16581,f6(x16582))+~P12(a1,x16583,f6(a1))+~P12(a1,f33(x16582,x16581),f35(f35(f17(a1),x16583),f33(x16582,x16584)))
% 289.48/289.29 [1924]~P43(x19241)+~P13(x19241,x19242,f18(x19241,x19243,x19244))+~P13(x19241,f16(x19241,x19243,x19244),x19242)+P13(x19241,f12(x19241,f16(x19241,x19242,x19243)),x19244)
% 289.48/289.29 [1929]~P13(a1,x19294,x19292)+P12(a1,x19291,x19292)+~P13(a1,x19293,x19294)+~P13(a1,f12(a1,f16(a1,x19294,x19291)),f43(x19292,x19294,x19293))
% 289.48/289.29 [1930]~P13(a1,x19301,x19303)+P12(a1,x19301,x19302)+~P13(a1,x19303,x19304)+~P13(a1,f12(a1,f16(a1,x19303,x19302)),f43(x19304,x19303,x19301))
% 289.48/289.29 [1931]~P13(a1,x19314,x19312)+P13(a1,x19311,x19312)+~P13(a1,x19313,x19314)+~P13(a1,f12(a1,f16(a1,x19314,x19311)),f51(x19312,x19314,x19313))
% 289.48/289.29 [1932]~P13(a1,x19321,x19323)+P13(a1,x19321,x19322)+~P13(a1,x19323,x19324)+~P13(a1,f12(a1,f16(a1,x19323,x19322)),f51(x19324,x19323,x19321))
% 289.48/289.29 [1305]~P42(x13053)+E(x13051,x13052)+~P13(x13053,f7(x13053),x13054)+~E(f35(f35(f21(x13053),x13054),x13051),f35(f35(f21(x13053),x13054),x13052))
% 289.48/289.29 [1629]~P42(x16291)+~P12(a2,x16293,x16294)+~P13(x16291,f7(x16291),x16292)+P12(x16291,f35(f35(f21(x16291),x16292),x16293),f35(f35(f21(x16291),x16292),x16294))
% 289.48/289.29 [1630]~P42(x16301)+~P12(a2,x16303,x16304)+~P12(x16301,f7(x16301),x16302)+P12(x16301,f35(f35(f21(x16301),x16302),x16303),f35(f35(f21(x16301),x16302),x16304))
% 289.48/289.29 [1632]~P42(x16321)+~P13(a2,x16323,x16324)+~P13(x16321,f7(x16321),x16322)+P13(x16321,f35(f35(f21(x16321),x16322),x16323),f35(f35(f21(x16321),x16322),x16324))
% 289.48/289.29 [1639]~P56(x16391)+~P12(x16391,x16394,x16393)+~P12(x16391,x16392,f6(x16391))+P12(x16391,f35(f35(f17(x16391),x16392),x16393),f35(f35(f17(x16391),x16392),x16394))
% 289.48/289.29 [1640]~P51(x16401)+~P12(x16401,x16404,x16403)+~P13(x16401,x16402,f6(x16401))+P12(x16401,f35(f35(f17(x16401),x16402),x16403),f35(f35(f17(x16401),x16402),x16404))
% 289.48/289.29 [1641]~P56(x16411)+~P12(x16411,x16414,x16412)+~P12(x16411,x16413,f6(x16411))+P12(x16411,f35(f35(f17(x16411),x16412),x16413),f35(f35(f17(x16411),x16414),x16413))
% 289.48/289.29 [1645]~P51(x16451)+~P13(x16451,x16454,x16452)+~P13(x16451,x16453,f6(x16451))+P13(x16451,f35(f35(f17(x16451),x16452),x16453),f35(f35(f17(x16451),x16454),x16453))
% 289.48/289.29 [1646]~P51(x16461)+~P13(x16461,x16464,x16463)+~P13(x16461,x16462,f6(x16461))+P13(x16461,f35(f35(f17(x16461),x16462),x16463),f35(f35(f17(x16461),x16462),x16464))
% 289.48/289.29 [1647]~P51(x16471)+~P12(x16471,x16473,x16474)+~P13(x16471,f6(x16471),x16472)+P12(x16471,f35(f35(f17(x16471),x16472),x16473),f35(f35(f17(x16471),x16472),x16474))
% 289.48/289.29 [1648]~P64(x16481)+~P12(x16481,x16483,x16484)+~P12(x16481,f6(x16481),x16482)+P12(x16481,f35(f35(f17(x16481),x16482),x16483),f35(f35(f17(x16481),x16482),x16484))
% 289.48/289.29 [1649]~P62(x16491)+~P12(x16491,x16493,x16494)+~P12(x16491,f6(x16491),x16492)+P12(x16491,f35(f35(f17(x16491),x16492),x16493),f35(f35(f17(x16491),x16492),x16494))
% 289.48/289.29 [1650]~P64(x16501)+~P12(x16501,x16502,x16504)+~P12(x16501,f6(x16501),x16503)+P12(x16501,f35(f35(f17(x16501),x16502),x16503),f35(f35(f17(x16501),x16504),x16503))
% 289.48/289.29 [1651]~P42(x16511)+~P12(x16511,x16512,x16514)+~P12(x16511,f6(x16511),x16512)+P12(x16511,f35(f35(f21(x16511),x16512),x16513),f35(f35(f21(x16511),x16514),x16513))
% 289.48/289.29 [1653]~P49(x16531)+~P13(x16531,x16533,x16534)+~P13(x16531,f6(x16531),x16532)+P13(x16531,f35(f35(f17(x16531),x16532),x16533),f35(f35(f17(x16531),x16532),x16534))
% 289.48/289.29 [1654]~P57(x16541)+~P13(x16541,x16543,x16544)+~P13(x16541,f6(x16541),x16542)+P13(x16541,f35(f35(f17(x16541),x16542),x16543),f35(f35(f17(x16541),x16542),x16544))
% 289.48/289.29 [1655]~P51(x16551)+~P13(x16551,x16552,x16554)+~P13(x16551,f6(x16551),x16553)+P13(x16551,f35(f35(f17(x16551),x16552),x16553),f35(f35(f17(x16551),x16554),x16553))
% 289.48/289.29 [1656]~P57(x16561)+~P13(x16561,x16562,x16564)+~P13(x16561,f6(x16561),x16563)+P13(x16561,f35(f35(f17(x16561),x16562),x16563),f35(f35(f17(x16561),x16564),x16563))
% 289.48/289.29 [1657]~P51(x16571)+~P13(x16571,x16573,x16574)+~P13(x16571,f6(x16571),x16572)+P13(x16571,f35(f35(f17(x16571),x16572),x16573),f35(f35(f17(x16571),x16572),x16574))
% 289.48/289.29 [1735]P13(x17351,x17353,x17352)+~P51(x17351)+P13(x17351,x17352,x17353)+~P13(x17351,f35(f35(f17(x17351),x17354),x17352),f35(f35(f17(x17351),x17354),x17353))
% 289.48/289.29 [1736]P13(x17361,x17363,x17362)+~P51(x17361)+P13(x17361,x17362,x17363)+~P13(x17361,f35(f35(f17(x17361),x17362),x17364),f35(f35(f17(x17361),x17363),x17364))
% 289.48/289.29 [1740]~P51(x17401)+P13(x17401,x17402,x17403)+P13(x17401,x17404,f6(x17401))+~P13(x17401,f35(f35(f17(x17401),x17402),x17404),f35(f35(f17(x17401),x17403),x17404))
% 289.48/289.29 [1741]~P51(x17411)+P13(x17411,x17412,x17413)+P13(x17411,x17414,f6(x17411))+~P13(x17411,f35(f35(f17(x17411),x17414),x17412),f35(f35(f17(x17411),x17414),x17413))
% 289.48/289.30 [1742]~P51(x17421)+P13(x17421,x17422,x17423)+P13(x17421,f6(x17421),x17424)+~P13(x17421,f35(f35(f17(x17421),x17424),x17423),f35(f35(f17(x17421),x17424),x17422))
% 289.48/289.30 [1743]~P51(x17431)+P13(x17431,x17432,x17433)+P13(x17431,f6(x17431),x17434)+~P13(x17431,f35(f35(f17(x17431),x17433),x17434),f35(f35(f17(x17431),x17432),x17434))
% 289.48/289.30 [1759]~P51(x17591)+P13(x17591,f6(x17591),x17592)+P13(x17591,x17592,f6(x17591))+~P13(x17591,f35(f35(f17(x17591),x17593),x17592),f35(f35(f17(x17591),x17594),x17592))
% 289.48/289.30 [1760]~P51(x17601)+P13(x17601,f6(x17601),x17602)+P13(x17601,x17602,f6(x17601))+~P13(x17601,f35(f35(f17(x17601),x17602),x17603),f35(f35(f17(x17601),x17602),x17604))
% 289.48/289.30 [1790]~P42(x17903)+P12(a2,x17901,x17902)+~P13(x17903,f7(x17903),x17904)+~P12(x17903,f35(f35(f21(x17903),x17904),x17901),f35(f35(f21(x17903),x17904),x17902))
% 289.48/289.30 [1792]~P42(x17923)+P13(a2,x17921,x17922)+~P13(x17923,f7(x17923),x17924)+~P13(x17923,f35(f35(f21(x17923),x17924),x17921),f35(f35(f21(x17923),x17924),x17922))
% 289.48/289.30 [1793]~P51(x17931)+P12(x17931,x17932,x17933)+~P13(x17931,x17934,f6(x17931))+~P12(x17931,f35(f35(f17(x17931),x17934),x17933),f35(f35(f17(x17931),x17934),x17932))
% 289.48/289.30 [1794]~P51(x17941)+P13(x17941,x17942,x17943)+~P13(x17941,x17944,f6(x17941))+~P13(x17941,f35(f35(f17(x17941),x17944),x17943),f35(f35(f17(x17941),x17944),x17942))
% 289.48/289.30 [1795]~P51(x17951)+P12(x17951,x17952,x17953)+~P13(x17951,f6(x17951),x17954)+~P12(x17951,f35(f35(f17(x17951),x17954),x17952),f35(f35(f17(x17951),x17954),x17953))
% 289.48/289.30 [1796]~P57(x17961)+P12(x17961,x17962,x17963)+~P13(x17961,f6(x17961),x17964)+~P12(x17961,f35(f35(f17(x17961),x17964),x17962),f35(f35(f17(x17961),x17964),x17963))
% 289.48/289.30 [1797]~P57(x17971)+P12(x17971,x17972,x17973)+~P13(x17971,f6(x17971),x17974)+~P12(x17971,f35(f35(f17(x17971),x17972),x17974),f35(f35(f17(x17971),x17973),x17974))
% 289.48/289.30 [1798]~P51(x17981)+P13(x17981,x17982,x17983)+~P13(x17981,f6(x17981),x17984)+~P13(x17981,f35(f35(f17(x17981),x17984),x17982),f35(f35(f17(x17981),x17984),x17983))
% 289.48/289.30 [1799]~P57(x17991)+P13(x17991,x17992,x17993)+~P12(x17991,f6(x17991),x17994)+~P13(x17991,f35(f35(f17(x17991),x17994),x17992),f35(f35(f17(x17991),x17994),x17993))
% 289.48/289.30 [1800]~P55(x18001)+P13(x18001,x18002,x18003)+~P12(x18001,f6(x18001),x18004)+~P13(x18001,f35(f35(f17(x18001),x18004),x18002),f35(f35(f17(x18001),x18004),x18003))
% 289.48/289.30 [1801]~P42(x18011)+P13(x18011,x18012,x18013)+~P12(x18011,f6(x18011),x18013)+~P13(x18011,f35(f35(f21(x18011),x18012),x18014),f35(f35(f21(x18011),x18013),x18014))
% 289.48/289.30 [1802]~P57(x18021)+P13(x18021,x18022,x18023)+~P12(x18021,f6(x18021),x18024)+~P13(x18021,f35(f35(f17(x18021),x18022),x18024),f35(f35(f17(x18021),x18023),x18024))
% 289.48/289.30 [1803]~P55(x18031)+P13(x18031,x18032,x18033)+~P12(x18031,f6(x18031),x18034)+~P13(x18031,f35(f35(f17(x18031),x18032),x18034),f35(f35(f17(x18031),x18033),x18034))
% 289.48/289.30 [1960]~P13(a3,x19604,x19601)+~P12(a3,f6(a3),x19604)+~P13(a3,f6(a3),x19603)+P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),x19601),f13(a3,x19602,x19603)),x19604))
% 289.48/289.30 [1961]~P13(a3,x19611,x19614)+~P12(a3,x19614,f6(a3))+~P13(a3,f6(a3),x19613)+P12(a3,f18(a3,f35(f35(f17(a3),x19611),f13(a3,x19612,x19613)),x19614),f6(a3))
% 289.48/289.30 [1972]~P72(f35(x19721,x19724))+~P12(a2,f35(f35(f17(a2),x19723),x19724),x19722)+~P13(a2,x19722,f35(f35(f17(a2),x19723),f18(a2,x19724,f7(a2))))+P72(f35(x19721,f14(a2,x19722,x19723)))
% 289.48/289.30 [1978]~P13(a3,x19781,x19784)+~P12(a3,x19784,f6(a3))+~P13(a3,f6(a3),x19782)+P13(a3,f35(f35(f17(a3),x19781),x19782),f18(a3,f35(f35(f17(a3),x19781),f13(a3,x19783,x19782)),x19784))
% 289.48/289.30 [1979]~P13(a3,x19794,x19791)+~P12(a3,f6(a3),x19794)+~P13(a3,f6(a3),x19793)+P13(a3,f18(a3,f35(f35(f17(a3),x19791),f13(a3,x19792,x19793)),x19794),f35(f35(f17(a3),x19791),x19793))
% 289.48/289.30 [1993]~P42(x19931)+P12(x19931,x19932,x19933)+~P12(x19931,f6(x19931),x19933)+~P12(x19931,f35(f35(f21(x19931),x19932),f18(a2,x19934,f7(a2))),f35(f35(f21(x19931),x19933),f18(a2,x19934,f7(a2))))
% 289.48/289.30 [2012]~P36(x20121)+~P13(a1,f6(a1),x20124)+~P12(a1,f33(x20121,f35(x20122,f79(x20122,x20121,x20124))),x20124)+P12(a1,f33(x20121,f35(x20122,x20123)),f32(a2,f18(a2,f78(x20122,x20121),f7(a2))))
% 289.48/289.30 [2013]~P36(x20131)+~P13(a1,f6(a1),x20134)+~P12(a1,f33(x20131,f35(x20132,f83(x20132,x20131,x20134))),x20134)+P13(a1,f33(x20131,f35(x20132,x20133)),f32(a2,f18(a2,f82(x20132,x20131),f7(a2))))
% 289.48/289.30 [2028]~P13(a1,f6(a1),x20284)+~P13(a1,f33(a5,f16(a5,x20282,x20283)),f50(x20281,x20283,x20284))+~P13(a1,f6(a1),f33(a5,f16(a5,x20282,x20283)))+P13(a1,f33(a5,f16(a5,f35(f27(a5,x20281),x20282),f35(f27(a5,x20281),x20283))),x20284)
% 289.48/289.30 [1136]~P9(x11365)+E(x11361,x11362)+~E(x11363,x11364)+~E(f16(x11365,x11363,x11364),f16(x11365,x11361,x11362))
% 289.48/289.30 [1386]~P27(x13861)+~P12(x13861,x13864,x13865)+P12(x13861,x13862,x13863)+~E(f16(x13861,x13864,x13865),f16(x13861,x13862,x13863))
% 289.48/289.30 [1388]~P27(x13881)+~P13(x13881,x13884,x13885)+P13(x13881,x13882,x13883)+~E(f16(x13881,x13884,x13885),f16(x13881,x13882,x13883))
% 289.48/289.30 [1634]~P30(x16341)+~P12(x16341,x16343,x16345)+~P12(x16341,x16342,x16344)+P12(x16341,f18(x16341,x16342,x16343),f18(x16341,x16344,x16345))
% 289.48/289.30 [1635]~P31(x16351)+~P12(x16351,x16353,x16355)+~P13(x16351,x16352,x16354)+P13(x16351,f18(x16351,x16352,x16353),f18(x16351,x16354,x16355))
% 289.48/289.30 [1636]~P31(x16361)+~P12(x16361,x16362,x16364)+~P13(x16361,x16363,x16365)+P13(x16361,f18(x16361,x16362,x16363),f18(x16361,x16364,x16365))
% 289.48/289.30 [1637]~P31(x16371)+~P13(x16371,x16373,x16375)+~P13(x16371,x16372,x16374)+P13(x16371,f18(x16371,x16372,x16373),f18(x16371,x16374,x16375))
% 289.48/289.30 [1863]~P36(x18631)+~P13(a1,f33(x18631,x18633),x18635)+~P13(a1,f33(x18631,x18632),x18634)+P13(a1,f33(x18631,f18(x18631,x18632,x18633)),f18(a1,x18634,x18635))
% 289.48/289.30 [1878]~P43(x18781)+~P13(x18781,f12(x18781,x18782),x18784)+~P13(x18781,f12(x18781,x18783),x18785)+P13(x18781,f35(f35(f17(x18781),f12(x18781,x18782)),f12(x18781,x18783)),f35(f35(f17(x18781),x18784),x18785))
% 289.48/289.30 [1844]~P38(x18441)+~P13(a1,f33(x18441,x18443),x18445)+~P13(a1,f33(x18441,x18442),x18444)+P13(a1,f33(x18441,f35(f35(f17(x18441),x18442),x18443)),f35(f35(f17(a1),x18444),x18445))
% 289.48/289.30 [1926]~P71(x19265)+E(x19261,x19262)+E(x19263,x19264)+~E(f18(x19265,f35(f35(f17(x19265),x19263),x19261),f35(f35(f17(x19265),x19264),x19262)),f18(x19265,f35(f35(f17(x19265),x19263),x19262),f35(f35(f17(x19265),x19264),x19261)))
% 289.48/289.30 [1872]~P10(x18721)+~E(f13(x18721,x18723,x18724),f13(x18721,x18726,x18724))+~E(f13(x18721,x18722,x18724),f13(x18721,x18725,x18724))+E(f13(x18721,f18(x18721,x18722,x18723),x18724),f13(x18721,f18(x18721,x18725,x18726),x18724))
% 289.48/289.30 [1873]~P11(x18731)+~E(f13(x18731,x18733,x18734),f13(x18731,x18736,x18734))+~E(f13(x18731,x18732,x18734),f13(x18731,x18735,x18734))+E(f13(x18731,f16(x18731,x18732,x18733),x18734),f13(x18731,f16(x18731,x18735,x18736),x18734))
% 289.48/289.30 [1871]~P10(x18711)+~E(f13(x18711,x18713,x18714),f13(x18711,x18716,x18714))+~E(f13(x18711,x18712,x18714),f13(x18711,x18715,x18714))+E(f13(x18711,f35(f35(f17(x18711),x18712),x18713),x18714),f13(x18711,f35(f35(f17(x18711),x18715),x18716),x18714))
% 289.48/289.30 [1984]~E(f33(a5,x19841),f7(a1))+P13(a1,f33(a5,f16(a5,x19841,a11)),f7(a1))+P13(a1,f33(a5,f18(a5,x19841,a11)),f7(a1))+P13(a1,f33(a5,f18(a5,x19841,f7(a5))),f7(a1))+P13(a1,f33(a5,f16(a5,x19841,f7(a5))),f7(a1))
% 289.48/289.30 [1340]~P28(x13402)+~P12(x13402,f6(x13402),x13403)+~P12(x13402,f6(x13402),x13401)+~E(f18(x13402,x13403,x13401),f6(x13402))+E(x13401,f6(x13402))
% 289.48/289.30 [1341]~P28(x13412)+~P12(x13412,f6(x13412),x13413)+~P12(x13412,f6(x13412),x13411)+~E(f18(x13412,x13411,x13413),f6(x13412))+E(x13411,f6(x13412))
% 289.48/289.30 [1472]E(x14721,f60(x14722,x14723))+~P13(a1,f6(a1),x14722)+~P13(a1,f6(a1),x14721)+~P13(a2,f6(a2),x14723)+~E(f35(f35(f21(a1),x14721),x14723),x14722)
% 289.48/289.30 [1659]~P43(x16591)+~P12(x16591,x16592,f7(x16591))+~P12(x16591,f6(x16591),x16592)+~P12(x16591,f6(x16591),x16593)+P12(x16591,f35(f35(f17(x16591),x16592),x16593),x16593)
% 289.48/289.30 [1660]~P43(x16601)+~P12(x16601,x16603,f7(x16601))+~P12(x16601,f6(x16601),x16603)+~P12(x16601,f6(x16601),x16602)+P12(x16601,f35(f35(f17(x16601),x16602),x16603),x16602)
% 289.48/289.30 [1762]~P42(x17621)+~P13(x17621,x17622,x17624)+~P12(x17621,f6(x17621),x17622)+~P13(a2,f6(a2),x17623)+P13(x17621,f35(f35(f21(x17621),x17622),x17623),f35(f35(f21(x17621),x17624),x17623))
% 289.48/289.30 [1767]~P42(x17671)+~P12(a2,x17674,x17673)+~P12(x17671,x17672,f7(x17671))+~P12(x17671,f6(x17671),x17672)+P12(x17671,f35(f35(f21(x17671),x17672),x17673),f35(f35(f21(x17671),x17672),x17674))
% 289.48/289.30 [1768]~P42(x17681)+~P13(a2,x17684,x17683)+~P13(x17681,x17682,f7(x17681))+~P13(x17681,f6(x17681),x17682)+P13(x17681,f35(f35(f21(x17681),x17682),x17683),f35(f35(f21(x17681),x17682),x17684))
% 289.48/289.30 [1896]~P42(x18963)+E(x18961,x18962)+~P12(x18963,f6(x18963),x18962)+~P12(x18963,f6(x18963),x18961)+~E(f35(f35(f21(x18963),x18961),f18(a2,x18964,f7(a2))),f35(f35(f21(x18963),x18962),f18(a2,x18964,f7(a2))))
% 289.48/289.30 [1968]~P12(a3,f6(a3),x19682)+~P13(a3,f6(a3),x19683)+~P72(f35(x19681,x19684))+P72(f35(x19681,f63(x19682,x19681,x19683)))+P72(f35(x19681,f16(a3,x19684,f35(f35(f17(a3),x19682),x19683))))
% 289.48/289.30 [1969]~P12(a3,f6(a3),x19692)+~P13(a3,f6(a3),x19693)+~P72(f35(x19691,x19694))+P72(f35(x19691,f64(x19692,x19691,x19693)))+P72(f35(x19691,f18(a3,x19694,f35(f35(f17(a3),x19692),x19693))))
% 289.48/289.30 [2021]~P12(a3,f6(a3),x20213)+~P13(a3,f6(a3),x20214)+~P72(f35(x20211,x20212))+~P72(f35(x20211,f18(a3,f64(x20213,x20211,x20214),x20214)))+P72(f35(x20211,f18(a3,x20212,f35(f35(f17(a3),x20213),x20214))))
% 289.48/289.30 [2022]~P12(a3,f6(a3),x20223)+~P13(a3,f6(a3),x20224)+~P72(f35(x20221,x20222))+~P72(f35(x20221,f16(a3,f63(x20223,x20221,x20224),x20224)))+P72(f35(x20221,f16(a3,x20222,f35(f35(f17(a3),x20223),x20224))))
% 289.48/289.30 [1966]~P2(x19661)+~P36(x19664)+~P12(x19661,x19662,x19665)+P12(x19661,x19662,f53(x19663,x19662,x19661,x19664))+P13(a1,f33(x19664,f35(x19663,x19665)),f18(a1,f7(a1),f33(x19664,f35(x19663,x19662))))
% 289.48/289.30 [1897]~P13(a2,x18975,x18971)+E(x18971,f6(a2))+P72(f35(x18972,x18973))+~P72(f35(x18972,f14(a2,x18974,x18971)))+~E(x18974,f18(a2,f35(f35(f17(a2),x18971),x18973),x18975))
% 289.48/289.30 [2001]P12(a3,x20011,x20012)+~P13(a3,x20013,x20014)+~P13(a3,x20013,x20015)+~P12(a3,x20014,f6(a3))+~P12(a3,f18(a3,f35(f35(f17(a3),x20013),x20012),x20015),f18(a3,f35(f35(f17(a3),x20013),x20011),x20014))
% 289.48/289.30 [2002]P12(a3,x20021,x20022)+~P13(a3,x20023,x20024)+~P13(a3,x20025,x20024)+~P12(a3,f6(a3),x20025)+~P12(a3,f18(a3,f35(f35(f17(a3),x20024),x20021),x20025),f18(a3,f35(f35(f17(a3),x20024),x20022),x20023))
% 289.48/289.30 [2060]~P36(x20601)+~P12(x20605,x20604,x20603)+~P2(x20605)+P13(a1,f33(x20601,f35(x20602,x20603)),f18(a1,f7(a1),f33(x20601,f35(x20602,x20604))))+~P13(a1,f33(x20601,f16(x20601,f35(x20602,x20604),f35(x20602,f53(x20602,x20604,x20605,x20601)))),f7(a1))
% 289.48/289.30 [1721]~P71(x17214)+E(x17211,x17212)+~E(x17215,x17216)+E(x17213,f6(x17214))+~E(f18(x17214,x17215,f35(f35(f17(x17214),x17213),x17211)),f18(x17214,x17216,f35(f35(f17(x17214),x17213),x17212)))
% 289.48/289.30 [1314]~P28(x13141)+~P12(x13141,f6(x13141),x13143)+~P12(x13141,f6(x13141),x13142)+~E(x13143,f6(x13141))+~E(x13142,f6(x13141))+E(f18(x13141,x13142,x13143),f6(x13141))
% 289.48/289.30 [991]~P53(x9912)+~P59(x9912)+~P60(x9912)+~P39(x9912)+E(x9911,f6(x9912))+~E(f35(f35(f21(x9912),x9911),x9913),f6(x9912))
% 289.48/289.30 [992]~P53(x9922)+~P59(x9922)+~P60(x9922)+~P39(x9922)+~E(x9921,f6(a2))+~E(f35(f35(f21(x9922),x9923),x9921),f6(x9922))
% 289.48/289.30 [1666]~P42(x16663)+E(x16661,x16662)+~P12(x16663,f6(x16663),x16662)+~P12(x16663,f6(x16663),x16661)+~P13(a2,f6(a2),x16664)+~E(f35(f35(f21(x16663),x16661),x16664),f35(f35(f21(x16663),x16662),x16664))
% 289.48/289.30 [1728]~P13(a3,x17281,x17284)+E(f14(a3,x17282,x17281),x17283)+E(x17281,f6(a3))+P13(a3,f6(a3),x17281)+~P12(a3,x17284,f6(a3))+~E(x17282,f18(a3,f35(f35(f17(a3),x17281),x17283),x17284))
% 289.48/289.30 [1729]~P13(a3,x17291,x17293)+E(f13(a3,x17292,x17291),x17293)+E(x17291,f6(a3))+P13(a3,f6(a3),x17291)+~P12(a3,x17293,f6(a3))+~E(x17292,f18(a3,f35(f35(f17(a3),x17291),x17294),x17293))
% 289.48/289.30 [1780]~P13(a3,x17804,x17801)+E(f14(a3,x17802,x17801),x17803)+E(x17801,f6(a3))+~P12(a3,f6(a3),x17804)+~P13(a3,f6(a3),x17801)+~E(x17802,f18(a3,f35(f35(f17(a3),x17801),x17803),x17804))
% 289.48/289.30 [1781]~P13(a3,x17813,x17811)+E(f13(a3,x17812,x17811),x17813)+E(x17811,f6(a3))+~P12(a3,f6(a3),x17813)+~P13(a3,f6(a3),x17811)+~E(x17812,f18(a3,f35(f35(f17(a3),x17811),x17814),x17813))
% 289.48/289.30 [1845]~P64(x18451)+~P12(x18451,x18453,x18455)+~P12(x18451,x18452,x18454)+~P12(x18451,f6(x18451),x18453)+~P12(x18451,f6(x18451),x18454)+P12(x18451,f35(f35(f17(x18451),x18452),x18453),f35(f35(f17(x18451),x18454),x18455))
% 289.48/289.30 [1846]~P64(x18461)+~P12(x18461,x18463,x18465)+~P12(x18461,x18462,x18464)+~P12(x18461,f6(x18461),x18463)+~P12(x18461,f6(x18461),x18462)+P12(x18461,f35(f35(f17(x18461),x18462),x18463),f35(f35(f17(x18461),x18464),x18465))
% 289.48/289.30 [1847]~P57(x18471)+~P12(x18471,x18473,x18475)+~P13(x18471,x18472,x18474)+~P12(x18471,f6(x18471),x18472)+~P13(x18471,f6(x18471),x18473)+P13(x18471,f35(f35(f17(x18471),x18472),x18473),f35(f35(f17(x18471),x18474),x18475))
% 289.48/289.30 [1848]~P57(x18481)+~P12(x18481,x18482,x18484)+~P13(x18481,x18483,x18485)+~P12(x18481,f6(x18481),x18483)+~P13(x18481,f6(x18481),x18482)+P13(x18481,f35(f35(f17(x18481),x18482),x18483),f35(f35(f17(x18481),x18484),x18485))
% 289.48/289.30 [1849]~P57(x18491)+~P13(x18491,x18493,x18495)+~P13(x18491,x18492,x18494)+~P12(x18491,f6(x18491),x18493)+~P12(x18491,f6(x18491),x18492)+P13(x18491,f35(f35(f17(x18491),x18492),x18493),f35(f35(f17(x18491),x18494),x18495))
% 289.48/289.30 [1850]~P57(x18501)+~P13(x18501,x18503,x18505)+~P13(x18501,x18502,x18504)+~P12(x18501,f6(x18501),x18503)+~P13(x18501,f6(x18501),x18504)+P13(x18501,f35(f35(f17(x18501),x18502),x18503),f35(f35(f17(x18501),x18504),x18505))
% 289.48/289.30 [1827]~P74(x18271,x18274,x18273)+~P13(a3,x18274,x18275)+~P12(a3,x18275,f6(a3))+~P13(a3,x18274,f6(a3))+P72(f35(x18271,x18272))+~E(x18273,f18(a3,f35(f35(f17(a3),x18274),x18272),x18275))
% 289.48/289.30 [1828]~P73(x18281,x18284,x18283)+~P13(a3,x18284,x18282)+~P12(a3,x18282,f6(a3))+~P13(a3,x18284,f6(a3))+P72(f35(x18281,x18282))+~E(x18283,f18(a3,f35(f35(f17(a3),x18284),x18285),x18282))
% 289.48/289.30 [1829]~P74(x18291,x18294,x18293)+~P13(a3,x18295,x18294)+~P12(a3,f6(a3),x18295)+~P13(a3,f6(a3),x18294)+P72(f35(x18291,x18292))+~E(x18293,f18(a3,f35(f35(f17(a3),x18294),x18292),x18295))
% 289.48/289.30 [1830]~P73(x18301,x18304,x18303)+~P13(a3,x18302,x18304)+~P12(a3,f6(a3),x18302)+~P13(a3,f6(a3),x18304)+P72(f35(x18301,x18302))+~E(x18303,f18(a3,f35(f35(f17(a3),x18304),x18305),x18302))
% 289.48/289.30 [2016]~P13(a3,x20165,x20163)+~P12(a3,x20163,f6(a3))+~P13(a3,x20165,f6(a3))+P72(f35(f35(x20161,x20162),x20163))+~P72(f35(f35(x20161,f14(a3,x20164,x20165)),f13(a3,x20164,x20165)))+~E(x20164,f18(a3,f35(f35(f17(a3),x20165),x20162),x20163))
% 289.48/289.30 [2017]~P13(a3,x20173,x20175)+~P12(a3,f6(a3),x20173)+~P13(a3,f6(a3),x20175)+P72(f35(f35(x20171,x20172),x20173))+~P72(f35(f35(x20171,f14(a3,x20174,x20175)),f13(a3,x20174,x20175)))+~E(x20174,f18(a3,f35(f35(f17(a3),x20175),x20172),x20173))
% 289.48/289.30 [932]~P53(x9322)+~P59(x9322)+~P60(x9322)+~P39(x9322)+~E(x9323,f6(x9322))+E(x9321,f6(a2))+E(f35(f35(f21(x9322),x9323),x9321),f6(x9322))
% 289.48/289.30 [1842]~P13(a3,x18424,x18421)+~P13(a3,x18421,x18424)+E(f14(a3,x18422,x18421),x18423)+E(x18421,f6(a3))+~P12(a3,x18424,f6(a3))+~P12(a3,f6(a3),x18424)+~E(x18422,f18(a3,f35(f35(f17(a3),x18421),x18423),x18424))
% 289.48/289.30 [1843]~P13(a3,x18433,x18431)+~P13(a3,x18431,x18433)+E(f13(a3,x18432,x18431),x18433)+E(x18431,f6(a3))+~P12(a3,x18433,f6(a3))+~P12(a3,f6(a3),x18433)+~E(x18432,f18(a3,f35(f35(f17(a3),x18431),x18434),x18433))
% 289.48/289.30 [1963]~P54(x19631)+~P12(x19631,x19635,x19636)+~P12(x19631,x19633,x19636)+~P12(x19631,f6(x19631),x19634)+~P12(x19631,f6(x19631),x19632)+~E(f18(x19631,x19632,x19634),f7(x19631))+P12(x19631,f18(x19631,f35(f35(f17(x19631),x19632),x19633),f35(f35(f17(x19631),x19634),x19635)),x19636)
% 289.48/289.30 [1964]~P58(x19641)+~P13(x19641,x19645,x19646)+~P13(x19641,x19643,x19646)+~P12(x19641,f6(x19641),x19644)+~P12(x19641,f6(x19641),x19642)+~E(f18(x19641,x19642,x19644),f7(x19641))+P13(x19641,f18(x19641,f35(f35(f17(x19641),x19642),x19643),f35(f35(f17(x19641),x19644),x19645)),x19646)
% 289.48/289.30 [2008]~P12(a3,x20085,x20083)+~P13(a3,x20086,x20085)+P12(a3,x20081,x20082)+~P12(a3,f6(a3),x20084)+~P13(a3,f6(a3),x20085)+~P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),x20085),x20082),x20086))+~E(f18(a3,f35(f35(f17(a3),x20083),x20081),x20084),f18(a3,f35(f35(f17(a3),x20085),x20082),x20086))
% 289.48/289.30 [2009]~P12(a3,x20095,x20093)+~P13(a3,x20094,x20093)+P12(a3,x20091,x20092)+~P12(a3,f6(a3),x20096)+~P13(a3,f6(a3),x20095)+~P13(a3,f18(a3,f35(f35(f17(a3),x20095),x20091),x20096),f6(a3))+~E(f18(a3,f35(f35(f17(a3),x20093),x20092),x20094),f18(a3,f35(f35(f17(a3),x20095),x20091),x20096))
% 289.48/289.30 %EqnAxiom
% 289.48/289.30 [1]E(x11,x11)
% 289.48/289.30 [2]E(x22,x21)+~E(x21,x22)
% 289.48/289.30 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 289.48/289.30 [4]~E(x41,x42)+E(f6(x41),f6(x42))
% 289.48/289.30 [5]~E(x51,x52)+E(f20(x51),f20(x52))
% 289.48/289.30 [6]~E(x61,x62)+E(f7(x61),f7(x62))
% 289.48/289.30 [7]~E(x71,x72)+E(f35(x71,x73),f35(x72,x73))
% 289.48/289.30 [8]~E(x81,x82)+E(f35(x83,x81),f35(x83,x82))
% 289.48/289.30 [9]~E(x91,x92)+E(f17(x91),f17(x92))
% 289.48/289.30 [10]~E(x101,x102)+E(f112(x101),f112(x102))
% 289.48/289.30 [11]~E(x111,x112)+E(f33(x111,x113),f33(x112,x113))
% 289.48/289.30 [12]~E(x121,x122)+E(f33(x123,x121),f33(x123,x122))
% 289.48/289.30 [13]~E(x131,x132)+E(f30(x131),f30(x132))
% 289.48/289.30 [14]~E(x141,x142)+E(f16(x141,x143,x144),f16(x142,x143,x144))
% 289.48/289.30 [15]~E(x151,x152)+E(f16(x153,x151,x154),f16(x153,x152,x154))
% 289.48/289.30 [16]~E(x161,x162)+E(f16(x163,x164,x161),f16(x163,x164,x162))
% 289.48/289.30 [17]~E(x171,x172)+E(f94(x171,x173,x174),f94(x172,x173,x174))
% 289.48/289.30 [18]~E(x181,x182)+E(f94(x183,x181,x184),f94(x183,x182,x184))
% 289.48/289.30 [19]~E(x191,x192)+E(f94(x193,x194,x191),f94(x193,x194,x192))
% 289.48/289.30 [20]~E(x201,x202)+E(f21(x201),f21(x202))
% 289.48/289.30 [21]~E(x211,x212)+E(f101(x211,x213,x214),f101(x212,x213,x214))
% 289.48/289.30 [22]~E(x221,x222)+E(f101(x223,x221,x224),f101(x223,x222,x224))
% 289.48/289.30 [23]~E(x231,x232)+E(f101(x233,x234,x231),f101(x233,x234,x232))
% 289.48/289.30 [24]~E(x241,x242)+E(f18(x241,x243,x244),f18(x242,x243,x244))
% 289.48/289.30 [25]~E(x251,x252)+E(f18(x253,x251,x254),f18(x253,x252,x254))
% 289.48/289.30 [26]~E(x261,x262)+E(f18(x263,x264,x261),f18(x263,x264,x262))
% 289.48/289.30 [27]~E(x271,x272)+E(f31(x271),f31(x272))
% 289.48/289.30 [28]~E(x281,x282)+E(f14(x281,x283,x284),f14(x282,x283,x284))
% 289.48/289.30 [29]~E(x291,x292)+E(f14(x293,x291,x294),f14(x293,x292,x294))
% 289.48/289.30 [30]~E(x301,x302)+E(f14(x303,x304,x301),f14(x303,x304,x302))
% 289.48/289.30 [31]~E(x311,x312)+E(f53(x311,x313,x314,x315),f53(x312,x313,x314,x315))
% 289.48/289.30 [32]~E(x321,x322)+E(f53(x323,x321,x324,x325),f53(x323,x322,x324,x325))
% 289.48/289.30 [33]~E(x331,x332)+E(f53(x333,x334,x331,x335),f53(x333,x334,x332,x335))
% 289.48/289.30 [34]~E(x341,x342)+E(f53(x343,x344,x345,x341),f53(x343,x344,x345,x342))
% 289.48/289.30 [35]~E(x351,x352)+E(f8(x351),f8(x352))
% 289.48/289.30 [36]~E(x361,x362)+E(f32(x361,x363),f32(x362,x363))
% 289.48/289.30 [37]~E(x371,x372)+E(f32(x373,x371),f32(x373,x372))
% 289.48/289.30 [38]~E(x381,x382)+E(f105(x381,x383,x384),f105(x382,x383,x384))
% 289.48/289.30 [39]~E(x391,x392)+E(f105(x393,x391,x394),f105(x393,x392,x394))
% 289.48/289.30 [40]~E(x401,x402)+E(f105(x403,x404,x401),f105(x403,x404,x402))
% 289.48/289.30 [41]~E(x411,x412)+E(f109(x411,x413,x414),f109(x412,x413,x414))
% 289.48/289.30 [42]~E(x421,x422)+E(f109(x423,x421,x424),f109(x423,x422,x424))
% 289.48/289.30 [43]~E(x431,x432)+E(f109(x433,x434,x431),f109(x433,x434,x432))
% 289.48/289.30 [44]~E(x441,x442)+E(f12(x441,x443),f12(x442,x443))
% 289.48/289.30 [45]~E(x451,x452)+E(f12(x453,x451),f12(x453,x452))
% 289.48/289.30 [46]~E(x461,x462)+E(f69(x461,x463,x464),f69(x462,x463,x464))
% 289.48/289.30 [47]~E(x471,x472)+E(f69(x473,x471,x474),f69(x473,x472,x474))
% 289.48/289.30 [48]~E(x481,x482)+E(f69(x483,x484,x481),f69(x483,x484,x482))
% 289.48/289.30 [49]~E(x491,x492)+E(f111(x491,x493,x494),f111(x492,x493,x494))
% 289.48/289.30 [50]~E(x501,x502)+E(f111(x503,x501,x504),f111(x503,x502,x504))
% 289.48/289.30 [51]~E(x511,x512)+E(f111(x513,x514,x511),f111(x513,x514,x512))
% 289.48/289.30 [52]~E(x521,x522)+E(f13(x521,x523,x524),f13(x522,x523,x524))
% 289.48/289.30 [53]~E(x531,x532)+E(f13(x533,x531,x534),f13(x533,x532,x534))
% 289.48/289.30 [54]~E(x541,x542)+E(f13(x543,x544,x541),f13(x543,x544,x542))
% 289.48/289.30 [55]~E(x551,x552)+E(f104(x551,x553,x554),f104(x552,x553,x554))
% 289.48/289.30 [56]~E(x561,x562)+E(f104(x563,x561,x564),f104(x563,x562,x564))
% 289.48/289.30 [57]~E(x571,x572)+E(f104(x573,x574,x571),f104(x573,x574,x572))
% 289.48/289.30 [58]~E(x581,x582)+E(f10(x581,x583),f10(x582,x583))
% 289.48/289.30 [59]~E(x591,x592)+E(f10(x593,x591),f10(x593,x592))
% 289.48/289.30 [60]~E(x601,x602)+E(f106(x601,x603,x604),f106(x602,x603,x604))
% 289.48/289.30 [61]~E(x611,x612)+E(f106(x613,x611,x614),f106(x613,x612,x614))
% 289.48/289.30 [62]~E(x621,x622)+E(f106(x623,x624,x621),f106(x623,x624,x622))
% 289.48/289.30 [63]~E(x631,x632)+E(f23(x631,x633,x634),f23(x632,x633,x634))
% 289.48/289.30 [64]~E(x641,x642)+E(f23(x643,x641,x644),f23(x643,x642,x644))
% 289.48/289.30 [65]~E(x651,x652)+E(f23(x653,x654,x651),f23(x653,x654,x652))
% 289.48/289.30 [66]~E(x661,x662)+E(f19(x661,x663),f19(x662,x663))
% 289.48/289.30 [67]~E(x671,x672)+E(f19(x673,x671),f19(x673,x672))
% 289.48/289.30 [68]~E(x681,x682)+E(f108(x681,x683,x684),f108(x682,x683,x684))
% 289.48/289.30 [69]~E(x691,x692)+E(f108(x693,x691,x694),f108(x693,x692,x694))
% 289.48/289.30 [70]~E(x701,x702)+E(f108(x703,x704,x701),f108(x703,x704,x702))
% 289.48/289.30 [71]~E(x711,x712)+E(f27(x711,x713),f27(x712,x713))
% 289.48/289.30 [72]~E(x721,x722)+E(f27(x723,x721),f27(x723,x722))
% 289.48/289.30 [73]~E(x731,x732)+E(f43(x731,x733,x734),f43(x732,x733,x734))
% 289.48/289.30 [74]~E(x741,x742)+E(f43(x743,x741,x744),f43(x743,x742,x744))
% 289.48/289.30 [75]~E(x751,x752)+E(f43(x753,x754,x751),f43(x753,x754,x752))
% 289.48/289.30 [76]~E(x761,x762)+E(f41(x761,x763),f41(x762,x763))
% 289.48/289.30 [77]~E(x771,x772)+E(f41(x773,x771),f41(x773,x772))
% 289.48/289.30 [78]~E(x781,x782)+E(f28(x781,x783,x784),f28(x782,x783,x784))
% 289.48/289.30 [79]~E(x791,x792)+E(f28(x793,x791,x794),f28(x793,x792,x794))
% 289.48/289.30 [80]~E(x801,x802)+E(f28(x803,x804,x801),f28(x803,x804,x802))
% 289.48/289.30 [81]~E(x811,x812)+E(f102(x811,x813,x814),f102(x812,x813,x814))
% 289.48/289.30 [82]~E(x821,x822)+E(f102(x823,x821,x824),f102(x823,x822,x824))
% 289.48/289.30 [83]~E(x831,x832)+E(f102(x833,x834,x831),f102(x833,x834,x832))
% 289.48/289.30 [84]~E(x841,x842)+E(f51(x841,x843,x844),f51(x842,x843,x844))
% 289.48/289.30 [85]~E(x851,x852)+E(f51(x853,x851,x854),f51(x853,x852,x854))
% 289.48/289.30 [86]~E(x861,x862)+E(f51(x863,x864,x861),f51(x863,x864,x862))
% 289.48/289.30 [87]~E(x871,x872)+E(f95(x871,x873,x874),f95(x872,x873,x874))
% 289.48/289.30 [88]~E(x881,x882)+E(f95(x883,x881,x884),f95(x883,x882,x884))
% 289.48/289.30 [89]~E(x891,x892)+E(f95(x893,x894,x891),f95(x893,x894,x892))
% 289.48/289.30 [90]~E(x901,x902)+E(f15(x901,x903),f15(x902,x903))
% 289.48/289.30 [91]~E(x911,x912)+E(f15(x913,x911),f15(x913,x912))
% 289.48/289.30 [92]~E(x921,x922)+E(f45(x921,x923),f45(x922,x923))
% 289.48/289.30 [93]~E(x931,x932)+E(f45(x933,x931),f45(x933,x932))
% 289.48/289.30 [94]~E(x941,x942)+E(f100(x941,x943),f100(x942,x943))
% 289.48/289.30 [95]~E(x951,x952)+E(f100(x953,x951),f100(x953,x952))
% 289.48/289.30 [96]~E(x961,x962)+E(f24(x961,x963),f24(x962,x963))
% 289.48/289.30 [97]~E(x971,x972)+E(f24(x973,x971),f24(x973,x972))
% 289.48/289.30 [98]~E(x981,x982)+E(f34(x981,x983,x984),f34(x982,x983,x984))
% 289.48/289.30 [99]~E(x991,x992)+E(f34(x993,x991,x994),f34(x993,x992,x994))
% 289.48/289.30 [100]~E(x1001,x1002)+E(f34(x1003,x1004,x1001),f34(x1003,x1004,x1002))
% 289.48/289.30 [101]~E(x1011,x1012)+E(f68(x1011,x1013),f68(x1012,x1013))
% 289.48/289.30 [102]~E(x1021,x1022)+E(f68(x1023,x1021),f68(x1023,x1022))
% 289.48/289.30 [103]~E(x1031,x1032)+E(f74(x1031,x1033,x1034,x1035),f74(x1032,x1033,x1034,x1035))
% 289.48/289.30 [104]~E(x1041,x1042)+E(f74(x1043,x1041,x1044,x1045),f74(x1043,x1042,x1044,x1045))
% 289.48/289.30 [105]~E(x1051,x1052)+E(f74(x1053,x1054,x1051,x1055),f74(x1053,x1054,x1052,x1055))
% 289.48/289.30 [106]~E(x1061,x1062)+E(f74(x1063,x1064,x1065,x1061),f74(x1063,x1064,x1065,x1062))
% 289.48/289.30 [107]~E(x1071,x1072)+E(f70(x1071,x1073,x1074),f70(x1072,x1073,x1074))
% 289.48/289.30 [108]~E(x1081,x1082)+E(f70(x1083,x1081,x1084),f70(x1083,x1082,x1084))
% 289.48/289.30 [109]~E(x1091,x1092)+E(f70(x1093,x1094,x1091),f70(x1093,x1094,x1092))
% 289.48/289.30 [110]~E(x1101,x1102)+E(f107(x1101,x1103,x1104),f107(x1102,x1103,x1104))
% 289.48/289.30 [111]~E(x1111,x1112)+E(f107(x1113,x1111,x1114),f107(x1113,x1112,x1114))
% 289.48/289.30 [112]~E(x1121,x1122)+E(f107(x1123,x1124,x1121),f107(x1123,x1124,x1122))
% 289.48/289.30 [113]~E(x1131,x1132)+E(f117(x1131,x1133),f117(x1132,x1133))
% 289.48/289.30 [114]~E(x1141,x1142)+E(f117(x1143,x1141),f117(x1143,x1142))
% 289.48/289.30 [115]~E(x1151,x1152)+E(f99(x1151,x1153,x1154),f99(x1152,x1153,x1154))
% 289.48/289.30 [116]~E(x1161,x1162)+E(f99(x1163,x1161,x1164),f99(x1163,x1162,x1164))
% 289.48/289.30 [117]~E(x1171,x1172)+E(f99(x1173,x1174,x1171),f99(x1173,x1174,x1172))
% 289.48/289.30 [118]~E(x1181,x1182)+E(f44(x1181),f44(x1182))
% 289.48/289.30 [119]~E(x1191,x1192)+E(f63(x1191,x1193,x1194),f63(x1192,x1193,x1194))
% 289.48/289.30 [120]~E(x1201,x1202)+E(f63(x1203,x1201,x1204),f63(x1203,x1202,x1204))
% 289.48/289.30 [121]~E(x1211,x1212)+E(f63(x1213,x1214,x1211),f63(x1213,x1214,x1212))
% 289.48/289.30 [122]~E(x1221,x1222)+E(f26(x1221,x1223,x1224),f26(x1222,x1223,x1224))
% 289.48/289.30 [123]~E(x1231,x1232)+E(f26(x1233,x1231,x1234),f26(x1233,x1232,x1234))
% 289.48/289.30 [124]~E(x1241,x1242)+E(f26(x1243,x1244,x1241),f26(x1243,x1244,x1242))
% 289.48/289.30 [125]~E(x1251,x1252)+E(f47(x1251,x1253),f47(x1252,x1253))
% 289.48/289.30 [126]~E(x1261,x1262)+E(f47(x1263,x1261),f47(x1263,x1262))
% 289.48/289.30 [127]~E(x1271,x1272)+E(f93(x1271,x1273),f93(x1272,x1273))
% 289.48/289.30 [128]~E(x1281,x1282)+E(f93(x1283,x1281),f93(x1283,x1282))
% 289.48/289.30 [129]~E(x1291,x1292)+E(f56(x1291,x1293),f56(x1292,x1293))
% 289.48/289.30 [130]~E(x1301,x1302)+E(f56(x1303,x1301),f56(x1303,x1302))
% 289.48/289.30 [131]~E(x1311,x1312)+E(f97(x1311,x1313,x1314),f97(x1312,x1313,x1314))
% 289.48/289.30 [132]~E(x1321,x1322)+E(f97(x1323,x1321,x1324),f97(x1323,x1322,x1324))
% 289.48/289.30 [133]~E(x1331,x1332)+E(f97(x1333,x1334,x1331),f97(x1333,x1334,x1332))
% 289.48/289.30 [134]~E(x1341,x1342)+E(f38(x1341,x1343),f38(x1342,x1343))
% 289.48/289.30 [135]~E(x1351,x1352)+E(f38(x1353,x1351),f38(x1353,x1352))
% 289.48/289.30 [136]~E(x1361,x1362)+E(f84(x1361,x1363),f84(x1362,x1363))
% 289.48/289.30 [137]~E(x1371,x1372)+E(f84(x1373,x1371),f84(x1373,x1372))
% 289.48/289.30 [138]~E(x1381,x1382)+E(f98(x1381,x1383,x1384),f98(x1382,x1383,x1384))
% 289.48/289.30 [139]~E(x1391,x1392)+E(f98(x1393,x1391,x1394),f98(x1393,x1392,x1394))
% 289.48/289.30 [140]~E(x1401,x1402)+E(f98(x1403,x1404,x1401),f98(x1403,x1404,x1402))
% 289.48/289.30 [141]~E(x1411,x1412)+E(f50(x1411,x1413,x1414),f50(x1412,x1413,x1414))
% 289.48/289.30 [142]~E(x1421,x1422)+E(f50(x1423,x1421,x1424),f50(x1423,x1422,x1424))
% 289.48/289.30 [143]~E(x1431,x1432)+E(f50(x1433,x1434,x1431),f50(x1433,x1434,x1432))
% 289.48/289.30 [144]~E(x1441,x1442)+E(f103(x1441,x1443),f103(x1442,x1443))
% 289.48/289.30 [145]~E(x1451,x1452)+E(f103(x1453,x1451),f103(x1453,x1452))
% 289.48/289.30 [146]~E(x1461,x1462)+E(f77(x1461,x1463,x1464),f77(x1462,x1463,x1464))
% 289.48/289.30 [147]~E(x1471,x1472)+E(f77(x1473,x1471,x1474),f77(x1473,x1472,x1474))
% 289.48/289.30 [148]~E(x1481,x1482)+E(f77(x1483,x1484,x1481),f77(x1483,x1484,x1482))
% 289.48/289.30 [149]~E(x1491,x1492)+E(f9(x1491),f9(x1492))
% 289.48/289.30 [150]~E(x1501,x1502)+E(f76(x1501,x1503),f76(x1502,x1503))
% 289.48/289.30 [151]~E(x1511,x1512)+E(f76(x1513,x1511),f76(x1513,x1512))
% 289.48/289.30 [152]~E(x1521,x1522)+E(f29(x1521,x1523,x1524,x1525,x1526),f29(x1522,x1523,x1524,x1525,x1526))
% 289.48/289.30 [153]~E(x1531,x1532)+E(f29(x1533,x1531,x1534,x1535,x1536),f29(x1533,x1532,x1534,x1535,x1536))
% 289.48/289.30 [154]~E(x1541,x1542)+E(f29(x1543,x1544,x1541,x1545,x1546),f29(x1543,x1544,x1542,x1545,x1546))
% 289.48/289.30 [155]~E(x1551,x1552)+E(f29(x1553,x1554,x1555,x1551,x1556),f29(x1553,x1554,x1555,x1552,x1556))
% 289.48/289.30 [156]~E(x1561,x1562)+E(f29(x1563,x1564,x1565,x1566,x1561),f29(x1563,x1564,x1565,x1566,x1562))
% 289.48/289.30 [157]~E(x1571,x1572)+E(f71(x1571,x1573,x1574),f71(x1572,x1573,x1574))
% 289.48/289.30 [158]~E(x1581,x1582)+E(f71(x1583,x1581,x1584),f71(x1583,x1582,x1584))
% 289.48/289.30 [159]~E(x1591,x1592)+E(f71(x1593,x1594,x1591),f71(x1593,x1594,x1592))
% 289.48/289.30 [160]~E(x1601,x1602)+E(f55(x1601,x1603),f55(x1602,x1603))
% 289.48/289.30 [161]~E(x1611,x1612)+E(f55(x1613,x1611),f55(x1613,x1612))
% 289.48/289.30 [162]~E(x1621,x1622)+E(f80(x1621,x1623),f80(x1622,x1623))
% 289.48/289.30 [163]~E(x1631,x1632)+E(f80(x1633,x1631),f80(x1633,x1632))
% 289.48/289.30 [164]~E(x1641,x1642)+E(f91(x1641,x1643,x1644),f91(x1642,x1643,x1644))
% 289.48/289.30 [165]~E(x1651,x1652)+E(f91(x1653,x1651,x1654),f91(x1653,x1652,x1654))
% 289.48/289.30 [166]~E(x1661,x1662)+E(f91(x1663,x1664,x1661),f91(x1663,x1664,x1662))
% 289.48/289.30 [167]~E(x1671,x1672)+E(f96(x1671,x1673,x1674),f96(x1672,x1673,x1674))
% 289.48/289.30 [168]~E(x1681,x1682)+E(f96(x1683,x1681,x1684),f96(x1683,x1682,x1684))
% 289.48/289.30 [169]~E(x1691,x1692)+E(f96(x1693,x1694,x1691),f96(x1693,x1694,x1692))
% 289.48/289.30 [170]~E(x1701,x1702)+E(f89(x1701,x1703),f89(x1702,x1703))
% 289.48/289.30 [171]~E(x1711,x1712)+E(f89(x1713,x1711),f89(x1713,x1712))
% 289.48/289.30 [172]~E(x1721,x1722)+E(f42(x1721),f42(x1722))
% 289.48/289.30 [173]~E(x1731,x1732)+E(f60(x1731,x1733),f60(x1732,x1733))
% 289.48/289.30 [174]~E(x1741,x1742)+E(f60(x1743,x1741),f60(x1743,x1742))
% 289.48/289.30 [175]~E(x1751,x1752)+E(f64(x1751,x1753,x1754),f64(x1752,x1753,x1754))
% 289.48/289.30 [176]~E(x1761,x1762)+E(f64(x1763,x1761,x1764),f64(x1763,x1762,x1764))
% 289.48/289.30 [177]~E(x1771,x1772)+E(f64(x1773,x1774,x1771),f64(x1773,x1774,x1772))
% 289.48/289.30 [178]~E(x1781,x1782)+E(f25(x1781,x1783,x1784,x1785),f25(x1782,x1783,x1784,x1785))
% 289.48/289.30 [179]~E(x1791,x1792)+E(f25(x1793,x1791,x1794,x1795),f25(x1793,x1792,x1794,x1795))
% 289.48/289.30 [180]~E(x1801,x1802)+E(f25(x1803,x1804,x1801,x1805),f25(x1803,x1804,x1802,x1805))
% 289.48/289.30 [181]~E(x1811,x1812)+E(f25(x1813,x1814,x1815,x1811),f25(x1813,x1814,x1815,x1812))
% 289.48/289.30 [182]~E(x1821,x1822)+E(f37(x1821,x1823),f37(x1822,x1823))
% 289.48/289.30 [183]~E(x1831,x1832)+E(f37(x1833,x1831),f37(x1833,x1832))
% 289.48/289.30 [184]~E(x1841,x1842)+E(f39(x1841,x1843),f39(x1842,x1843))
% 289.48/289.30 [185]~E(x1851,x1852)+E(f39(x1853,x1851),f39(x1853,x1852))
% 289.48/289.30 [186]~E(x1861,x1862)+E(f72(x1861,x1863,x1864),f72(x1862,x1863,x1864))
% 289.48/289.30 [187]~E(x1871,x1872)+E(f72(x1873,x1871,x1874),f72(x1873,x1872,x1874))
% 289.48/289.30 [188]~E(x1881,x1882)+E(f72(x1883,x1884,x1881),f72(x1883,x1884,x1882))
% 289.48/289.30 [189]~E(x1891,x1892)+E(f48(x1891,x1893),f48(x1892,x1893))
% 289.48/289.30 [190]~E(x1901,x1902)+E(f48(x1903,x1901),f48(x1903,x1902))
% 289.48/289.30 [191]~E(x1911,x1912)+E(f82(x1911,x1913),f82(x1912,x1913))
% 289.48/289.30 [192]~E(x1921,x1922)+E(f82(x1923,x1921),f82(x1923,x1922))
% 289.48/289.30 [193]~E(x1931,x1932)+E(f62(x1931,x1933,x1934,x1935),f62(x1932,x1933,x1934,x1935))
% 289.48/289.30 [194]~E(x1941,x1942)+E(f62(x1943,x1941,x1944,x1945),f62(x1943,x1942,x1944,x1945))
% 289.48/289.30 [195]~E(x1951,x1952)+E(f62(x1953,x1954,x1951,x1955),f62(x1953,x1954,x1952,x1955))
% 289.48/289.30 [196]~E(x1961,x1962)+E(f62(x1963,x1964,x1965,x1961),f62(x1963,x1964,x1965,x1962))
% 289.48/289.30 [197]~E(x1971,x1972)+E(f59(x1971,x1973),f59(x1972,x1973))
% 289.48/289.30 [198]~E(x1981,x1982)+E(f59(x1983,x1981),f59(x1983,x1982))
% 289.48/289.30 [199]~E(x1991,x1992)+E(f65(x1991,x1993),f65(x1992,x1993))
% 289.48/289.30 [200]~E(x2001,x2002)+E(f65(x2003,x2001),f65(x2003,x2002))
% 289.48/289.30 [201]~E(x2011,x2012)+E(f81(x2011,x2013,x2014),f81(x2012,x2013,x2014))
% 289.48/289.30 [202]~E(x2021,x2022)+E(f81(x2023,x2021,x2024),f81(x2023,x2022,x2024))
% 289.48/289.30 [203]~E(x2031,x2032)+E(f81(x2033,x2034,x2031),f81(x2033,x2034,x2032))
% 289.48/289.30 [204]~E(x2041,x2042)+E(f52(x2041,x2043),f52(x2042,x2043))
% 289.48/289.30 [205]~E(x2051,x2052)+E(f52(x2053,x2051),f52(x2053,x2052))
% 289.48/289.30 [206]~E(x2061,x2062)+E(f22(x2061,x2063,x2064),f22(x2062,x2063,x2064))
% 289.48/289.30 [207]~E(x2071,x2072)+E(f22(x2073,x2071,x2074),f22(x2073,x2072,x2074))
% 289.48/289.30 [208]~E(x2081,x2082)+E(f22(x2083,x2084,x2081),f22(x2083,x2084,x2082))
% 289.48/289.30 [209]~E(x2091,x2092)+E(f73(x2091,x2093),f73(x2092,x2093))
% 289.48/289.30 [210]~E(x2101,x2102)+E(f73(x2103,x2101),f73(x2103,x2102))
% 289.48/289.30 [211]~E(x2111,x2112)+E(f110(x2111,x2113,x2114),f110(x2112,x2113,x2114))
% 289.48/289.30 [212]~E(x2121,x2122)+E(f110(x2123,x2121,x2124),f110(x2123,x2122,x2124))
% 289.48/289.30 [213]~E(x2131,x2132)+E(f110(x2133,x2134,x2131),f110(x2133,x2134,x2132))
% 289.48/289.30 [214]~E(x2141,x2142)+E(f90(x2141,x2143,x2144),f90(x2142,x2143,x2144))
% 289.48/289.30 [215]~E(x2151,x2152)+E(f90(x2153,x2151,x2154),f90(x2153,x2152,x2154))
% 289.48/289.30 [216]~E(x2161,x2162)+E(f90(x2163,x2164,x2161),f90(x2163,x2164,x2162))
% 289.48/289.30 [217]~E(x2171,x2172)+E(f88(x2171,x2173,x2174),f88(x2172,x2173,x2174))
% 289.48/289.30 [218]~E(x2181,x2182)+E(f88(x2183,x2181,x2184),f88(x2183,x2182,x2184))
% 289.48/289.30 [219]~E(x2191,x2192)+E(f88(x2193,x2194,x2191),f88(x2193,x2194,x2192))
% 289.48/289.30 [220]~E(x2201,x2202)+E(f67(x2201),f67(x2202))
% 289.48/289.30 [221]~E(x2211,x2212)+E(f36(x2211,x2213),f36(x2212,x2213))
% 289.48/289.30 [222]~E(x2221,x2222)+E(f36(x2223,x2221),f36(x2223,x2222))
% 289.48/289.30 [223]~E(x2231,x2232)+E(f66(x2231,x2233),f66(x2232,x2233))
% 289.48/289.30 [224]~E(x2241,x2242)+E(f66(x2243,x2241),f66(x2243,x2242))
% 289.48/289.30 [225]~E(x2251,x2252)+E(f46(x2251,x2253),f46(x2252,x2253))
% 289.48/289.30 [226]~E(x2261,x2262)+E(f46(x2263,x2261),f46(x2263,x2262))
% 289.48/289.30 [227]~E(x2271,x2272)+E(f54(x2271),f54(x2272))
% 289.48/289.30 [228]~E(x2281,x2282)+E(f87(x2281,x2283),f87(x2282,x2283))
% 289.48/289.30 [229]~E(x2291,x2292)+E(f87(x2293,x2291),f87(x2293,x2292))
% 289.48/289.30 [230]~E(x2301,x2302)+E(f92(x2301,x2303),f92(x2302,x2303))
% 289.48/289.30 [231]~E(x2311,x2312)+E(f92(x2313,x2311),f92(x2313,x2312))
% 289.48/289.30 [232]~E(x2321,x2322)+E(f78(x2321,x2323),f78(x2322,x2323))
% 289.48/289.30 [233]~E(x2331,x2332)+E(f78(x2333,x2331),f78(x2333,x2332))
% 289.48/289.30 [234]~E(x2341,x2342)+E(f58(x2341,x2343),f58(x2342,x2343))
% 289.48/289.30 [235]~E(x2351,x2352)+E(f58(x2353,x2351),f58(x2353,x2352))
% 289.48/289.30 [236]~E(x2361,x2362)+E(f49(x2361,x2363),f49(x2362,x2363))
% 289.48/289.30 [237]~E(x2371,x2372)+E(f49(x2373,x2371),f49(x2373,x2372))
% 289.48/289.30 [238]~E(x2381,x2382)+E(f40(x2381),f40(x2382))
% 289.48/289.30 [239]~E(x2391,x2392)+E(f86(x2391,x2393),f86(x2392,x2393))
% 289.48/289.30 [240]~E(x2401,x2402)+E(f86(x2403,x2401),f86(x2403,x2402))
% 289.48/289.30 [241]~E(x2411,x2412)+E(f79(x2411,x2413,x2414),f79(x2412,x2413,x2414))
% 289.48/289.30 [242]~E(x2421,x2422)+E(f79(x2423,x2421,x2424),f79(x2423,x2422,x2424))
% 289.48/289.30 [243]~E(x2431,x2432)+E(f79(x2433,x2434,x2431),f79(x2433,x2434,x2432))
% 289.48/289.30 [244]~E(x2441,x2442)+E(f61(x2441,x2443,x2444),f61(x2442,x2443,x2444))
% 289.48/289.30 [245]~E(x2451,x2452)+E(f61(x2453,x2451,x2454),f61(x2453,x2452,x2454))
% 289.48/289.30 [246]~E(x2461,x2462)+E(f61(x2463,x2464,x2461),f61(x2463,x2464,x2462))
% 289.48/289.30 [247]~E(x2471,x2472)+E(f85(x2471),f85(x2472))
% 289.48/289.30 [248]~E(x2481,x2482)+E(f83(x2481,x2483,x2484),f83(x2482,x2483,x2484))
% 289.48/289.30 [249]~E(x2491,x2492)+E(f83(x2493,x2491,x2494),f83(x2493,x2492,x2494))
% 289.48/289.30 [250]~E(x2501,x2502)+E(f83(x2503,x2504,x2501),f83(x2503,x2504,x2502))
% 289.48/289.30 [251]~E(x2511,x2512)+E(f57(x2511,x2513,x2514),f57(x2512,x2513,x2514))
% 289.48/289.30 [252]~E(x2521,x2522)+E(f57(x2523,x2521,x2524),f57(x2523,x2522,x2524))
% 289.48/289.30 [253]~E(x2531,x2532)+E(f57(x2533,x2534,x2531),f57(x2533,x2534,x2532))
% 289.48/289.30 [254]~P1(x2541)+P1(x2542)+~E(x2541,x2542)
% 289.48/289.30 [255]P13(x2552,x2553,x2554)+~E(x2551,x2552)+~P13(x2551,x2553,x2554)
% 289.48/289.30 [256]P13(x2563,x2562,x2564)+~E(x2561,x2562)+~P13(x2563,x2561,x2564)
% 289.48/289.30 [257]P13(x2573,x2574,x2572)+~E(x2571,x2572)+~P13(x2573,x2574,x2571)
% 289.48/289.30 [258]P12(x2582,x2583,x2584)+~E(x2581,x2582)+~P12(x2581,x2583,x2584)
% 289.48/289.30 [259]P12(x2593,x2592,x2594)+~E(x2591,x2592)+~P12(x2593,x2591,x2594)
% 289.48/289.30 [260]P12(x2603,x2604,x2602)+~E(x2601,x2602)+~P12(x2603,x2604,x2601)
% 289.48/289.30 [261]~P36(x2611)+P36(x2612)+~E(x2611,x2612)
% 289.48/289.30 [262]~P2(x2621)+P2(x2622)+~E(x2621,x2622)
% 289.48/289.30 [263]~P72(x2631)+P72(x2632)+~E(x2631,x2632)
% 289.48/289.30 [264]~P27(x2641)+P27(x2642)+~E(x2641,x2642)
% 289.48/289.30 [265]~P43(x2651)+P43(x2652)+~E(x2651,x2652)
% 289.48/289.30 [266]~P3(x2661)+P3(x2662)+~E(x2661,x2662)
% 289.48/289.30 [267]P15(x2672,x2673)+~E(x2671,x2672)+~P15(x2671,x2673)
% 289.48/289.30 [268]P15(x2683,x2682)+~E(x2681,x2682)+~P15(x2683,x2681)
% 289.48/289.30 [269]~P26(x2691)+P26(x2692)+~E(x2691,x2692)
% 289.48/289.30 [270]~P35(x2701)+P35(x2702)+~E(x2701,x2702)
% 289.48/289.30 [271]~P42(x2711)+P42(x2712)+~E(x2711,x2712)
% 289.48/289.30 [272]~P44(x2721)+P44(x2722)+~E(x2721,x2722)
% 289.48/289.30 [273]~P29(x2731)+P29(x2732)+~E(x2731,x2732)
% 289.48/289.30 [274]P14(x2742,x2743)+~E(x2741,x2742)+~P14(x2741,x2743)
% 289.48/289.30 [275]P14(x2753,x2752)+~E(x2751,x2752)+~P14(x2753,x2751)
% 289.48/289.30 [276]~P61(x2761)+P61(x2762)+~E(x2761,x2762)
% 289.48/289.30 [277]~P37(x2771)+P37(x2772)+~E(x2771,x2772)
% 289.48/289.30 [278]P74(x2782,x2783,x2784)+~E(x2781,x2782)+~P74(x2781,x2783,x2784)
% 289.48/289.30 [279]P74(x2793,x2792,x2794)+~E(x2791,x2792)+~P74(x2793,x2791,x2794)
% 289.48/289.30 [280]P74(x2803,x2804,x2802)+~E(x2801,x2802)+~P74(x2803,x2804,x2801)
% 289.48/289.30 [281]~P4(x2811)+P4(x2812)+~E(x2811,x2812)
% 289.48/289.30 [282]P17(x2822,x2823)+~E(x2821,x2822)+~P17(x2821,x2823)
% 289.48/289.30 [283]P17(x2833,x2832)+~E(x2831,x2832)+~P17(x2833,x2831)
% 289.48/289.30 [284]~P71(x2841)+P71(x2842)+~E(x2841,x2842)
% 289.48/289.30 [285]~P66(x2851)+P66(x2852)+~E(x2851,x2852)
% 289.48/289.30 [286]~P10(x2861)+P10(x2862)+~E(x2861,x2862)
% 289.48/289.30 [287]~P5(x2871)+P5(x2872)+~E(x2871,x2872)
% 289.48/289.30 [288]~P51(x2881)+P51(x2882)+~E(x2881,x2882)
% 289.48/289.30 [289]~P28(x2891)+P28(x2892)+~E(x2891,x2892)
% 289.48/289.30 [290]~P48(x2901)+P48(x2902)+~E(x2901,x2902)
% 289.48/289.30 [291]~P64(x2911)+P64(x2912)+~E(x2911,x2912)
% 289.48/289.30 [292]~P32(x2921)+P32(x2922)+~E(x2921,x2922)
% 289.48/289.30 [293]~P11(x2931)+P11(x2932)+~E(x2931,x2932)
% 289.48/289.30 [294]~P23(x2941)+P23(x2942)+~E(x2941,x2942)
% 289.48/289.30 [295]~P38(x2951)+P38(x2952)+~E(x2951,x2952)
% 289.48/289.30 [296]~P6(x2961)+P6(x2962)+~E(x2961,x2962)
% 289.48/289.30 [297]~P39(x2971)+P39(x2972)+~E(x2971,x2972)
% 289.48/289.30 [298]~P50(x2981)+P50(x2982)+~E(x2981,x2982)
% 289.48/289.30 [299]~P34(x2991)+P34(x2992)+~E(x2991,x2992)
% 289.48/289.30 [300]~P7(x3001)+P7(x3002)+~E(x3001,x3002)
% 289.48/289.30 [301]~P20(x3011)+P20(x3012)+~E(x3011,x3012)
% 289.48/289.30 [302]~P57(x3021)+P57(x3022)+~E(x3021,x3022)
% 289.48/289.30 [303]~P18(x3031)+P18(x3032)+~E(x3031,x3032)
% 289.48/289.30 [304]~P8(x3041)+P8(x3042)+~E(x3041,x3042)
% 289.48/289.30 [305]P73(x3052,x3053,x3054)+~E(x3051,x3052)+~P73(x3051,x3053,x3054)
% 289.48/289.30 [306]P73(x3063,x3062,x3064)+~E(x3061,x3062)+~P73(x3063,x3061,x3064)
% 289.48/289.30 [307]P73(x3073,x3074,x3072)+~E(x3071,x3072)+~P73(x3073,x3074,x3071)
% 289.48/289.30 [308]P16(x3082,x3083)+~E(x3081,x3082)+~P16(x3081,x3083)
% 289.48/289.30 [309]P16(x3093,x3092)+~E(x3091,x3092)+~P16(x3093,x3091)
% 289.48/289.30 [310]~P45(x3101)+P45(x3102)+~E(x3101,x3102)
% 289.48/289.30 [311]~P24(x3111)+P24(x3112)+~E(x3111,x3112)
% 289.48/289.30 [312]~P52(x3121)+P52(x3122)+~E(x3121,x3122)
% 289.48/289.30 [313]~P21(x3131)+P21(x3132)+~E(x3131,x3132)
% 289.48/289.30 [314]~P56(x3141)+P56(x3142)+~E(x3141,x3142)
% 289.48/289.30 [315]~P63(x3151)+P63(x3152)+~E(x3151,x3152)
% 289.48/289.30 [316]~P68(x3161)+P68(x3162)+~E(x3161,x3162)
% 289.48/289.30 [317]~P30(x3171)+P30(x3172)+~E(x3171,x3172)
% 289.48/289.30 [318]~P60(x3181)+P60(x3182)+~E(x3181,x3182)
% 289.48/289.30 [319]~P25(x3191)+P25(x3192)+~E(x3191,x3192)
% 289.48/289.30 [320]~P47(x3201)+P47(x3202)+~E(x3201,x3202)
% 289.48/289.30 [321]~P40(x3211)+P40(x3212)+~E(x3211,x3212)
% 289.48/289.30 [322]~P70(x3221)+P70(x3222)+~E(x3221,x3222)
% 289.48/289.30 [323]~P9(x3231)+P9(x3232)+~E(x3231,x3232)
% 289.48/289.30 [324]~P59(x3241)+P59(x3242)+~E(x3241,x3242)
% 289.48/289.30 [325]~P65(x3251)+P65(x3252)+~E(x3251,x3252)
% 289.48/289.30 [326]~P53(x3261)+P53(x3262)+~E(x3261,x3262)
% 289.48/289.30 [327]~P41(x3271)+P41(x3272)+~E(x3271,x3272)
% 289.48/289.30 [328]~P46(x3281)+P46(x3282)+~E(x3281,x3282)
% 289.48/289.30 [329]~P33(x3291)+P33(x3292)+~E(x3291,x3292)
% 289.48/289.30 [330]~P31(x3301)+P31(x3302)+~E(x3301,x3302)
% 289.48/289.30 [331]~P22(x3311)+P22(x3312)+~E(x3311,x3312)
% 289.48/289.30 [332]~P69(x3321)+P69(x3322)+~E(x3321,x3322)
% 289.48/289.30 [333]~P67(x3331)+P67(x3332)+~E(x3331,x3332)
% 289.48/289.30 [334]~P55(x3341)+P55(x3342)+~E(x3341,x3342)
% 289.48/289.30 [335]~P19(x3351)+P19(x3352)+~E(x3351,x3352)
% 289.48/289.30 [336]~P49(x3361)+P49(x3362)+~E(x3361,x3362)
% 289.48/289.30 [337]~P58(x3371)+P58(x3372)+~E(x3371,x3372)
% 289.48/289.30 [338]~P62(x3381)+P62(x3382)+~E(x3381,x3382)
% 289.48/289.30 [339]~P54(x3391)+P54(x3392)+~E(x3391,x3392)
% 289.48/289.30
% 289.48/289.30 %-------------------------------------------
% 289.56/289.51 cnf(2061,plain,
% 289.56/289.51 (E(f6(a2),f20(f6(a1)))),
% 289.56/289.51 inference(scs_inference,[],[539,2])).
% 289.56/289.51 cnf(2062,plain,
% 289.56/289.51 (~P13(a1,a113,f33(a5,a120))),
% 289.56/289.51 inference(scs_inference,[],[709,539,2,1004])).
% 289.56/289.51 cnf(2064,plain,
% 289.56/289.51 (P12(a1,f33(a5,a120),a113)),
% 289.56/289.51 inference(scs_inference,[],[709,539,2,1004,954])).
% 289.56/289.51 cnf(2066,plain,
% 289.56/289.51 (~P13(a1,x20661,x20661)),
% 289.56/289.51 inference(scs_inference,[],[709,340,539,2,1004,954,916])).
% 289.56/289.51 cnf(2070,plain,
% 289.56/289.51 (~E(x20701,f18(a2,x20701,f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,340,579,539,603,2,1004,954,916,900,899])).
% 289.56/289.51 cnf(2074,plain,
% 289.56/289.51 (~E(a113,f33(a5,a120))),
% 289.56/289.51 inference(scs_inference,[],[709,340,579,539,584,603,2,1004,954,916,900,899,894,807])).
% 289.56/289.51 cnf(2079,plain,
% 289.56/289.51 (P12(a2,f14(a2,x20791,x20792),x20791)),
% 289.56/289.51 inference(rename_variables,[],[597])).
% 289.56/289.51 cnf(2081,plain,
% 289.56/289.51 (~E(f18(a2,x20811,f18(a2,x20812,f7(a2))),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,340,579,539,597,711,584,603,2,1004,954,916,900,899,894,807,911,915,1081])).
% 289.56/289.51 cnf(2082,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x20821,x20822),x20822)),
% 289.56/289.51 inference(rename_variables,[],[711])).
% 289.56/289.51 cnf(2084,plain,
% 289.56/289.51 (P13(a2,f6(a2),f18(a2,f7(a2),x20841))),
% 289.56/289.51 inference(scs_inference,[],[709,340,579,539,597,711,589,584,603,2,1004,954,916,900,899,894,807,911,915,1081,1031])).
% 289.56/289.51 cnf(2085,plain,
% 289.56/289.51 (E(f18(a2,x20851,x20852),f18(a2,x20852,x20851))),
% 289.56/289.51 inference(rename_variables,[],[589])).
% 289.56/289.51 cnf(2087,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x20871,f18(a2,x20872,f7(a2))),x20872)),
% 289.56/289.51 inference(scs_inference,[],[709,340,579,539,594,597,711,589,584,603,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448])).
% 289.56/289.51 cnf(2088,plain,
% 289.56/289.51 (P12(a2,x20881,f18(a2,x20882,x20881))),
% 289.56/289.51 inference(rename_variables,[],[594])).
% 289.56/289.51 cnf(2090,plain,
% 289.56/289.51 (~P13(a2,x20901,f16(a2,x20901,x20902))),
% 289.56/289.51 inference(scs_inference,[],[709,340,579,539,594,597,711,589,584,603,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447])).
% 289.56/289.51 cnf(2092,plain,
% 289.56/289.51 (P13(a3,x20921,f18(a3,x20921,f7(a3)))),
% 289.56/289.51 inference(scs_inference,[],[709,558,340,579,539,594,597,711,589,584,603,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369])).
% 289.56/289.51 cnf(2093,plain,
% 289.56/289.51 (P12(a3,x20931,x20931)),
% 289.56/289.51 inference(rename_variables,[],[558])).
% 289.56/289.51 cnf(2095,plain,
% 289.56/289.51 (P13(a2,x20951,f18(a2,x20952,f18(a2,x20951,f7(a2))))),
% 289.56/289.51 inference(scs_inference,[],[709,558,340,579,539,594,2088,597,711,589,584,603,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367])).
% 289.56/289.51 cnf(2096,plain,
% 289.56/289.51 (P12(a2,x20961,f18(a2,x20962,x20961))),
% 289.56/289.51 inference(rename_variables,[],[594])).
% 289.56/289.51 cnf(2098,plain,
% 289.56/289.51 (P13(a3,f16(a3,x20981,f7(a3)),x20981)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,597,711,589,584,603,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363])).
% 289.56/289.51 cnf(2099,plain,
% 289.56/289.51 (P12(a3,x20991,x20991)),
% 289.56/289.51 inference(rename_variables,[],[558])).
% 289.56/289.51 cnf(2101,plain,
% 289.56/289.51 (P12(a3,f16(a3,f18(a3,x21011,f7(a3)),f7(a3)),x21011)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,597,711,589,584,603,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362])).
% 289.56/289.51 cnf(2104,plain,
% 289.56/289.51 (E(f18(a2,x21041,x21042),f18(a2,x21042,x21041))),
% 289.56/289.51 inference(rename_variables,[],[589])).
% 289.56/289.51 cnf(2107,plain,
% 289.56/289.51 (P13(a2,x21071,f18(a2,f18(a2,x21072,x21071),f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[646])).
% 289.56/289.51 cnf(2109,plain,
% 289.56/289.51 (P12(a2,x21091,f18(a2,x21092,f18(a2,x21091,x21093)))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,597,711,589,2085,584,603,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349])).
% 289.56/289.51 cnf(2110,plain,
% 289.56/289.51 (P12(a2,x21101,f18(a2,x21102,x21101))),
% 289.56/289.51 inference(rename_variables,[],[594])).
% 289.56/289.51 cnf(2112,plain,
% 289.56/289.51 (P12(a2,x21121,f18(a2,x21122,f18(a2,x21123,x21121)))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,2110,597,711,589,2085,584,603,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348])).
% 289.56/289.51 cnf(2113,plain,
% 289.56/289.51 (P12(a2,x21131,f18(a2,x21132,x21131))),
% 289.56/289.51 inference(rename_variables,[],[594])).
% 289.56/289.51 cnf(2115,plain,
% 289.56/289.51 (~P12(a2,f18(a2,f18(a2,x21151,f7(a2)),x21152),x21151)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,2110,597,711,712,589,2085,584,603,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256])).
% 289.56/289.51 cnf(2116,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x21161,x21162),x21161)),
% 289.56/289.51 inference(rename_variables,[],[712])).
% 289.56/289.51 cnf(2120,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x21201,f18(a2,x21202,x21203)),x21202)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,2110,597,711,2082,712,589,2085,584,603,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225])).
% 289.56/289.51 cnf(2121,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x21211,x21212),x21212)),
% 289.56/289.51 inference(rename_variables,[],[711])).
% 289.56/289.51 cnf(2124,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x21241,x21242),x21242)),
% 289.56/289.51 inference(rename_variables,[],[711])).
% 289.56/289.51 cnf(2127,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x21271,f7(a2)),x21271)),
% 289.56/289.51 inference(rename_variables,[],[713])).
% 289.56/289.51 cnf(2130,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x21301,f7(a2)),x21301)),
% 289.56/289.51 inference(rename_variables,[],[713])).
% 289.56/289.51 cnf(2132,plain,
% 289.56/289.51 (P13(a2,x21321,f18(a2,f18(a2,x21321,f7(a2)),x21322))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,2110,597,711,2082,2121,712,2116,589,2085,584,603,713,2127,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165])).
% 289.56/289.51 cnf(2133,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x21331,x21332),x21331)),
% 289.56/289.51 inference(rename_variables,[],[712])).
% 289.56/289.51 cnf(2135,plain,
% 289.56/289.51 (~E(f18(a2,x21351,f18(a2,x21352,f7(a2))),x21352)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,603,713,2127,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074])).
% 289.56/289.51 cnf(2136,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x21361,x21362),x21362)),
% 289.56/289.51 inference(rename_variables,[],[711])).
% 289.56/289.51 cnf(2139,plain,
% 289.56/289.51 (E(f20(f32(a2,x21391)),x21391)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2143,plain,
% 289.56/289.51 (P13(a2,f13(a2,x21431,f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,603,713,2127,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249])).
% 289.56/289.51 cnf(2144,plain,
% 289.56/289.51 (P13(a2,x21441,f18(a2,x21441,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2146,plain,
% 289.56/289.51 (P12(a3,f13(a3,f6(a3),x21461),f6(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,603,713,2127,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248])).
% 289.56/289.51 cnf(2147,plain,
% 289.56/289.51 (P12(a3,x21471,x21471)),
% 289.56/289.51 inference(rename_variables,[],[558])).
% 289.56/289.51 cnf(2150,plain,
% 289.56/289.51 (P13(a2,x21501,f18(a2,x21501,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2154,plain,
% 289.56/289.51 (~E(f18(a2,x21541,f18(a2,f6(a2),f7(a2))),x21541)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,603,2144,713,2127,701,646,620,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904])).
% 289.56/289.51 cnf(2155,plain,
% 289.56/289.51 (~E(f18(a2,x21551,f7(a2)),x21551)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2164,plain,
% 289.56/289.51 (~E(f18(a2,f18(a2,x21641,x21642),f7(a2)),x21642)),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,603,2144,713,2127,701,646,620,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26])).
% 289.56/289.51 cnf(2165,plain,
% 289.56/289.51 (P13(a2,x21651,f18(a2,x21652,f18(a2,f18(a2,x21651,f7(a2)),x21653)))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,603,2144,713,2127,701,646,620,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681])).
% 289.56/289.51 cnf(2171,plain,
% 289.56/289.51 (P13(a2,x21711,f20(f18(a1,f32(a2,x21711),f7(a1))))),
% 289.56/289.51 inference(scs_inference,[],[709,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,585,603,2144,713,2127,701,646,620,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578])).
% 289.56/289.51 cnf(2172,plain,
% 289.56/289.51 (P12(a1,x21721,f32(a2,f20(x21721)))),
% 289.56/289.51 inference(rename_variables,[],[585])).
% 289.56/289.51 cnf(2175,plain,
% 289.56/289.51 (P13(a1,x21751,f18(a1,f32(a2,f30(x21751)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2178,plain,
% 289.56/289.51 (P12(a2,x21781,x21781)),
% 289.56/289.51 inference(rename_variables,[],[557])).
% 289.56/289.51 cnf(2182,plain,
% 289.56/289.51 (P13(a2,x21821,f18(a2,f30(f32(a2,x21821)),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,557,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,585,603,2144,713,2127,701,646,620,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157])).
% 289.56/289.51 cnf(2185,plain,
% 289.56/289.51 (P12(a1,x21851,f32(a2,f20(x21851)))),
% 289.56/289.51 inference(rename_variables,[],[585])).
% 289.56/289.51 cnf(2188,plain,
% 289.56/289.51 (P12(a1,x21881,x21881)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2190,plain,
% 289.56/289.51 (P12(a2,x21901,f30(f32(a2,f20(f32(a2,x21901)))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,585,2172,2185,603,2144,713,2127,701,646,620,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103])).
% 289.56/289.51 cnf(2191,plain,
% 289.56/289.51 (P12(a1,x21911,f32(a2,f20(x21911)))),
% 289.56/289.51 inference(rename_variables,[],[585])).
% 289.56/289.51 cnf(2193,plain,
% 289.56/289.51 (~P22(a2)),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,585,2172,2185,603,2144,713,2127,701,646,620,708,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084])).
% 289.56/289.51 cnf(2194,plain,
% 289.56/289.51 (~E(f18(a2,x21941,f7(a2)),f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[708])).
% 289.56/289.51 cnf(2197,plain,
% 289.56/289.51 (E(f16(a2,f18(a2,x21971,x21972),x21972),x21971)),
% 289.56/289.51 inference(rename_variables,[],[599])).
% 289.56/289.51 cnf(2199,plain,
% 289.56/289.51 (~P13(a2,x21991,f16(a2,f6(a2),x21992))),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,585,2172,2185,603,2144,713,2127,599,701,646,620,708,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242])).
% 289.56/289.51 cnf(2201,plain,
% 289.56/289.51 (~P12(a2,f7(a2),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,585,2172,2185,603,2144,713,2127,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234])).
% 289.56/289.51 cnf(2202,plain,
% 289.56/289.51 (~E(f18(a2,x22021,f7(a2)),f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[708])).
% 289.56/289.51 cnf(2205,plain,
% 289.56/289.51 (E(f20(f32(a2,x22051)),x22051)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2208,plain,
% 289.56/289.51 (E(f20(f32(a2,x22081)),x22081)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2210,plain,
% 289.56/289.51 (~P13(a2,x22101,f16(a2,f18(a2,x22101,x22102),x22102))),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,696,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,585,2172,2185,603,2144,713,2127,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558])).
% 289.56/289.51 cnf(2211,plain,
% 289.56/289.51 (~P13(a2,x22111,x22111)),
% 289.56/289.51 inference(rename_variables,[],[696])).
% 289.56/289.51 cnf(2213,plain,
% 289.56/289.51 (~P13(a2,f18(a2,f16(a2,x22131,x22132),x22132),x22131)),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,696,2211,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,585,2172,2185,603,2144,713,2127,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556])).
% 289.56/289.51 cnf(2214,plain,
% 289.56/289.51 (~P13(a2,x22141,x22141)),
% 289.56/289.51 inference(rename_variables,[],[696])).
% 289.56/289.51 cnf(2216,plain,
% 289.56/289.51 (~P12(a2,f16(a2,f18(a2,f18(a2,x22161,x22162),f7(a2)),x22162),x22161)),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,696,2211,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,585,2172,2185,603,2144,713,2127,2130,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555])).
% 289.56/289.51 cnf(2217,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x22171,f7(a2)),x22171)),
% 289.56/289.51 inference(rename_variables,[],[713])).
% 289.56/289.51 cnf(2219,plain,
% 289.56/289.51 (~P22(f20(f32(a2,a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,696,2211,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331])).
% 289.56/289.51 cnf(2220,plain,
% 289.56/289.51 (E(f20(f32(a2,x22201)),x22201)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2221,plain,
% 289.56/289.51 (P12(a3,f20(f6(a1)),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,557,558,2093,2099,2147,696,2211,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260])).
% 289.56/289.51 cnf(2222,plain,
% 289.56/289.51 (P12(a3,x22221,x22221)),
% 289.56/289.51 inference(rename_variables,[],[558])).
% 289.56/289.51 cnf(2224,plain,
% 289.56/289.51 (P12(a1,x22241,x22241)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2225,plain,
% 289.56/289.51 (~E(f36(x22251,x22252),f6(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,696,2211,340,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,646,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257])).
% 289.56/289.51 cnf(2227,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x22271),f7(a1)),x22271)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2229,plain,
% 289.56/289.51 (~E(f18(a2,x22291,f7(a2)),x22291)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2232,plain,
% 289.56/289.51 (~P13(a3,f7(a3),f6(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,696,2211,340,350,351,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113])).
% 289.56/289.51 cnf(2234,plain,
% 289.56/289.51 (~P13(a3,x22341,x22341)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,350,351,579,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112])).
% 289.56/289.51 cnf(2236,plain,
% 289.56/289.51 (~P12(a3,f7(a3),f6(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,350,351,578,579,692,539,594,2088,2096,2110,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088])).
% 289.56/289.51 cnf(2239,plain,
% 289.56/289.51 (P12(a2,f16(a2,x22391,x22392),x22391)),
% 289.56/289.51 inference(rename_variables,[],[596])).
% 289.56/289.51 cnf(2240,plain,
% 289.56/289.51 (P12(a2,f6(a2),x22401)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2247,plain,
% 289.56/289.51 (P12(a2,f6(a2),x22471)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2251,plain,
% 289.56/289.51 (P13(a1,f33(a5,a120),a113)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,578,579,692,539,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976])).
% 289.56/289.51 cnf(2253,plain,
% 289.56/289.51 (E(f16(a2,f16(a2,f6(a2),x22531),x22532),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959])).
% 289.56/289.51 cnf(2254,plain,
% 289.56/289.51 (~P13(a2,x22541,f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[699])).
% 289.56/289.51 cnf(2256,plain,
% 289.56/289.51 (~P13(a1,f20(f6(a1)),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931])).
% 289.56/289.51 cnf(2260,plain,
% 289.56/289.51 (~E(f18(a2,f18(a2,x22601,f7(a2)),x22602),x22601)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,540,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831])).
% 289.56/289.51 cnf(2262,plain,
% 289.56/289.51 (~E(f18(a2,f18(a2,x22621,x22622),f7(a2)),x22621)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,540,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829])).
% 289.56/289.51 cnf(2264,plain,
% 289.56/289.51 (E(x22641,f18(a2,f6(a2),x22641))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,540,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,585,2172,2185,603,2144,713,2127,2130,599,701,2155,646,2107,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451])).
% 289.56/289.51 cnf(2265,plain,
% 289.56/289.51 (P13(a2,x22651,f18(a2,f18(a2,x22652,x22651),f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[646])).
% 289.56/289.51 cnf(2268,plain,
% 289.56/289.51 (E(f20(f32(a2,x22681)),x22681)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2272,plain,
% 289.56/289.51 (P13(a2,f14(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,x22721,f7(a2)),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,540,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,713,2127,2130,599,701,2155,646,2107,2265,715,620,708,2194,617,560,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430])).
% 289.56/289.51 cnf(2273,plain,
% 289.56/289.51 (P13(a2,x22731,f18(a2,x22731,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2274,plain,
% 289.56/289.51 (P13(a2,x22741,f18(a2,f18(a2,x22742,x22741),f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[646])).
% 289.56/289.51 cnf(2277,plain,
% 289.56/289.51 (P13(a2,x22771,f18(a2,x22771,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2280,plain,
% 289.56/289.51 (P13(a1,f6(a1),f32(a2,f18(a2,x22801,f7(a2))))),
% 289.56/289.51 inference(rename_variables,[],[621])).
% 289.56/289.51 cnf(2282,plain,
% 289.56/289.51 (~E(f7(a2),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,340,341,348,350,351,352,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,713,2127,2130,599,701,2155,646,2107,2265,715,620,708,2194,2202,617,560,621,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839])).
% 289.56/289.51 cnf(2283,plain,
% 289.56/289.51 (~E(f18(a2,x22831,f7(a2)),f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[708])).
% 289.56/289.51 cnf(2285,plain,
% 289.56/289.51 (P13(a2,f6(a2),f7(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,557,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,713,2127,2130,599,701,2155,646,2107,2265,715,620,708,2194,2202,617,560,621,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503])).
% 289.56/289.51 cnf(2286,plain,
% 289.56/289.51 (P13(a2,x22861,f18(a2,x22861,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2287,plain,
% 289.56/289.51 (~P13(a2,x22871,x22871)),
% 289.56/289.51 inference(rename_variables,[],[696])).
% 289.56/289.51 cnf(2289,plain,
% 289.56/289.51 (P12(a1,x22891,f12(a1,x22891))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,557,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,713,2127,2130,599,701,2155,646,2107,2265,715,620,708,2194,2202,617,560,621,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140])).
% 289.56/289.51 cnf(2290,plain,
% 289.56/289.51 (P12(a1,x22901,x22901)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2293,plain,
% 289.56/289.51 (P12(a1,x22931,x22931)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2295,plain,
% 289.56/289.51 (P12(a1,f32(a2,f30(f6(a1))),f6(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,713,2127,2130,599,701,2155,646,2107,2265,715,620,708,2194,2202,617,560,621,2280,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287])).
% 289.56/289.51 cnf(2296,plain,
% 289.56/289.51 (P12(a1,x22961,x22961)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2297,plain,
% 289.56/289.51 (P12(a2,x22971,x22971)),
% 289.56/289.51 inference(rename_variables,[],[557])).
% 289.56/289.51 cnf(2301,plain,
% 289.56/289.51 (~P13(a2,f16(a2,f18(a2,x23011,f18(a2,x23012,f7(a2))),x23012),x23011)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,2286,713,2127,2130,599,701,2155,646,2107,2265,715,620,708,2194,2202,617,560,621,2280,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608])).
% 289.56/289.51 cnf(2305,plain,
% 289.56/289.51 (P13(a2,x23051,f18(a2,x23051,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2307,plain,
% 289.56/289.51 (E(f18(a3,f35(f35(f17(a3),f14(a3,x23071,x23072)),x23072),f13(a3,x23071,x23072)),x23071)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,376,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,2286,713,2127,2130,599,571,701,2155,646,2107,2265,715,620,708,2194,2202,617,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120])).
% 289.56/289.51 cnf(2309,plain,
% 289.56/289.51 (~P9(a2)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,376,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,2286,713,2127,2130,599,571,701,2155,646,2107,2265,715,620,601,708,2194,2202,617,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944])).
% 289.56/289.51 cnf(2310,plain,
% 289.56/289.51 (E(f16(a2,x23101,f18(a2,x23101,x23102)),f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[601])).
% 289.56/289.51 cnf(2312,plain,
% 289.56/289.51 (P13(a2,f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,376,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,2286,2305,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,620,601,708,2194,2202,617,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446])).
% 289.56/289.51 cnf(2313,plain,
% 289.56/289.51 (P13(a2,x23131,f18(a2,x23131,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2314,plain,
% 289.56/289.51 (~E(f18(a2,x23141,f7(a2)),x23141)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2316,plain,
% 289.56/289.51 (~P13(a2,x23161,f18(a2,f16(a2,x23161,x23161),x23161))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,376,566,2240,699,578,579,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,2286,2305,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,620,601,708,2194,2202,617,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610])).
% 289.56/289.51 cnf(2318,plain,
% 289.56/289.51 (~E(f18(a1,x23181,f7(a1)),x23181)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,376,410,566,2240,699,578,579,691,692,539,540,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,585,2172,2185,603,2144,2150,2273,2277,2286,2305,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,620,601,708,2194,2202,617,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941])).
% 289.56/289.51 cnf(2323,plain,
% 289.56/289.51 (E(f20(f32(a2,x23231)),x23231)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2325,plain,
% 289.56/289.51 (P13(a1,x23251,f32(a2,f30(f18(a1,x23251,f7(a1)))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,369,376,397,410,566,2240,699,578,579,691,692,539,540,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690])).
% 289.56/289.51 cnf(2326,plain,
% 289.56/289.51 (P13(a1,x23261,f18(a1,f32(a2,f30(x23261)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2331,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x23311),f7(a1)),x23311)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2333,plain,
% 289.56/289.51 (P12(a3,f18(a3,f6(a3),f7(a3)),f7(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,369,376,397,398,410,422,467,566,2240,699,578,579,691,692,539,540,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400])).
% 289.56/289.51 cnf(2335,plain,
% 289.56/289.51 (~P27(a2)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,340,341,348,350,351,352,359,369,376,397,398,410,422,467,566,2240,699,2254,578,579,691,692,539,540,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292])).
% 289.56/289.51 cnf(2336,plain,
% 289.56/289.51 (~P13(a2,x23361,f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[699])).
% 289.56/289.51 cnf(2338,plain,
% 289.56/289.51 (~E(x23381,f14(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,x23381,f7(a2))),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,359,369,376,397,398,410,422,467,566,2240,699,2254,578,579,691,692,539,540,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,599,571,701,2155,2229,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761])).
% 289.56/289.51 cnf(2339,plain,
% 289.56/289.51 (~P13(a2,x23391,x23391)),
% 289.56/289.51 inference(rename_variables,[],[696])).
% 289.56/289.51 cnf(2340,plain,
% 289.56/289.51 (P13(a2,x23401,f18(a2,x23401,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2345,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x23451,f7(a2)),x23451)),
% 289.56/289.51 inference(rename_variables,[],[713])).
% 289.56/289.51 cnf(2347,plain,
% 289.56/289.51 (~E(x23471,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f16(a2,x23471,x23471),f7(a2))),f18(a2,f6(a2),f7(a2))),x23471))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,359,369,376,397,398,410,422,467,566,2240,699,2254,578,579,691,692,539,540,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,571,701,2155,2229,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179])).
% 289.56/289.51 cnf(2349,plain,
% 289.56/289.51 (~E(f16(a2,f18(a2,f18(a2,x23491,f6(a2)),f7(a2)),f6(a2)),x23491)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,359,369,376,397,398,410,422,467,566,2240,2247,699,2254,578,579,691,692,539,540,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,571,701,2155,2229,2314,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178])).
% 289.56/289.51 cnf(2350,plain,
% 289.56/289.51 (~E(f18(a2,x23501,f7(a2)),x23501)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2351,plain,
% 289.56/289.51 (P12(a2,f6(a2),x23511)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2363,plain,
% 289.56/289.51 (P12(a1,f12(a1,f31(f7(a1))),f6(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,359,369,376,397,398,407,410,422,467,566,2240,2247,699,2254,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,571,701,2155,2229,2314,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946])).
% 289.56/289.51 cnf(2365,plain,
% 289.56/289.51 (P13(a1,f6(a1),f12(a1,f7(a1)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,359,369,376,397,398,407,410,422,467,566,2240,2247,699,2254,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,571,701,2155,2229,2314,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940])).
% 289.56/289.51 cnf(2370,plain,
% 289.56/289.51 (~E(f18(a2,x23701,f7(a2)),x23701)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2374,plain,
% 289.56/289.51 (~P13(a1,f6(a1),f18(a1,f6(a1),f6(a1)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,355,359,364,369,376,397,398,407,410,422,467,566,2240,2247,699,2254,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,620,601,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421])).
% 289.56/289.51 cnf(2379,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x23791),f7(a1)),x23791)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2383,plain,
% 289.56/289.51 (E(x23831,f18(a2,x23831,f6(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,566,2240,2247,699,2254,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099])).
% 289.56/289.51 cnf(2384,plain,
% 289.56/289.51 (E(f16(a2,f18(a2,x23841,x23842),x23841),x23842)),
% 289.56/289.51 inference(rename_variables,[],[600])).
% 289.56/289.51 cnf(2389,plain,
% 289.56/289.51 (E(f14(a3,f7(a3),f7(a3)),f7(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,699,2254,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860])).
% 289.56/289.51 cnf(2391,plain,
% 289.56/289.51 (~P43(a2)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854])).
% 289.56/289.51 cnf(2392,plain,
% 289.56/289.51 (P13(a2,x23921,f18(a2,x23921,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2393,plain,
% 289.56/289.51 (~P13(a2,x23931,f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[699])).
% 289.56/289.51 cnf(2396,plain,
% 289.56/289.51 (P13(a1,x23961,f18(a1,f32(a2,f30(x23961)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2398,plain,
% 289.56/289.51 (~P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,x23981,x23981)),x23982),f18(a2,f18(a2,f35(f35(f17(a2),x23981),x23982),x23983),x23984)),x23983)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043])).
% 289.56/289.51 cnf(2400,plain,
% 289.56/289.51 (~P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x24001,x24001)),x24002),f18(a2,f18(a2,f35(f35(f17(a2),x24001),x24002),x24003),f7(a2))),x24003)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042])).
% 289.56/289.51 cnf(2402,plain,
% 289.56/289.51 (~P13(a2,x24021,f18(a2,f35(f35(f17(a2),f16(a2,x24022,x24022)),x24023),x24021))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041])).
% 289.56/289.51 cnf(2403,plain,
% 289.56/289.51 (~P13(a2,x24031,x24031)),
% 289.56/289.51 inference(rename_variables,[],[696])).
% 289.56/289.51 cnf(2405,plain,
% 289.56/289.51 (~P12(a2,f18(a2,f18(a2,f35(f35(f17(a2),x24051),x24052),x24053),f7(a2)),f18(a2,f35(f35(f17(a2),f16(a2,x24051,x24051)),x24052),x24053))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040])).
% 289.56/289.51 cnf(2409,plain,
% 289.56/289.51 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x24091),x24092),x24092)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034])).
% 289.56/289.51 cnf(2410,plain,
% 289.56/289.51 (P12(a2,x24101,x24101)),
% 289.56/289.51 inference(rename_variables,[],[557])).
% 289.56/289.51 cnf(2411,plain,
% 289.56/289.51 (P12(a2,f6(a2),x24111)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2413,plain,
% 289.56/289.51 (P13(a2,x24131,f18(a2,f35(f35(f17(a2),f16(a2,x24132,x24132)),x24133),f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),x24132),x24133),x24131),f7(a2)),x24134)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033])).
% 289.56/289.51 cnf(2415,plain,
% 289.56/289.51 (P12(a2,x24151,f18(a2,f35(f35(f17(a2),f16(a2,x24152,x24152)),x24153),f18(a2,f18(a2,f35(f35(f17(a2),x24152),x24153),x24151),x24154)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032])).
% 289.56/289.51 cnf(2419,plain,
% 289.56/289.51 (~E(x24191,f18(a2,f35(f35(f17(a2),f16(a2,x24192,x24192)),x24193),f18(a2,f18(a2,f35(f35(f17(a2),x24192),x24193),x24191),f7(a2))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991])).
% 289.56/289.51 cnf(2422,plain,
% 289.56/289.51 (E(f18(a2,x24221,x24222),f18(a2,x24222,x24221))),
% 289.56/289.51 inference(rename_variables,[],[589])).
% 289.56/289.51 cnf(2425,plain,
% 289.56/289.51 (E(f18(a2,x24251,x24252),f18(a2,x24252,x24251))),
% 289.56/289.51 inference(rename_variables,[],[589])).
% 289.56/289.51 cnf(2427,plain,
% 289.56/289.51 (P12(f117(x24271,a1),x24272,x24272)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051])).
% 289.56/289.51 cnf(2428,plain,
% 289.56/289.51 (P12(a1,x24281,x24281)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2430,plain,
% 289.56/289.51 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x24301,x24301)),x24302),x24303),x24303)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,420,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047])).
% 289.56/289.51 cnf(2432,plain,
% 289.56/289.51 (~P13(a3,x24321,f18(a3,f35(f35(f17(a3),f16(a3,x24322,x24322)),x24323),x24321))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,420,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045])).
% 289.56/289.51 cnf(2434,plain,
% 289.56/289.51 (~P13(a3,f18(a3,f35(f35(f17(a3),x24341),x24342),x24343),f18(a3,f35(f35(f17(a3),x24344),x24342),f18(a3,f35(f35(f17(a3),f16(a3,x24341,x24344)),x24342),x24343)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,420,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039])).
% 289.56/289.51 cnf(2436,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f35(f35(f17(a1),x24361),x24362),f18(a1,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x24363,x24361)),x24362),x24364)),f7(a1))),f18(a1,f35(f35(f17(a1),x24363),x24362),x24364))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037])).
% 289.56/289.51 cnf(2437,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x24371),f7(a1)),x24371)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2439,plain,
% 289.56/289.51 (~E(f18(a1,f35(f35(f17(a1),x24391),x24392),f7(a1)),f18(a1,f35(f35(f17(a1),x24393),x24392),f35(f35(f17(a1),f16(a1,x24391,x24393)),x24392)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974])).
% 289.56/289.51 cnf(2441,plain,
% 289.56/289.51 (~E(f18(a5,f35(f35(f17(a5),x24411),x24412),f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x24413,x24411)),x24412),x24414),f7(a2))),f18(a5,f35(f35(f17(a5),x24413),x24412),x24414))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973])).
% 289.56/289.51 cnf(2442,plain,
% 289.56/289.51 (~E(f18(a2,x24421,f7(a2)),x24421)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2444,plain,
% 289.56/289.51 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x24441,x24442),f16(a3,x24441,x24442))),x24443),f7(a3)),f6(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,342,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202])).
% 289.56/289.51 cnf(2446,plain,
% 289.56/289.51 (P13(a3,f6(a3),f18(a3,f7(a3),f7(a3)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,342,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201])).
% 289.56/289.51 cnf(2448,plain,
% 289.56/289.51 (P13(a1,f6(a1),f33(a5,a120))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,340,341,342,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200])).
% 289.56/289.51 cnf(2449,plain,
% 289.56/289.51 (P13(a1,f6(a1),f18(a1,f7(a1),f12(a1,x24491)))),
% 289.56/289.51 inference(rename_variables,[],[613])).
% 289.56/289.51 cnf(2452,plain,
% 289.56/289.51 (P13(a1,x24521,f18(a1,f32(a2,f30(x24521)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2454,plain,
% 289.56/289.51 (~P13(a2,x24541,f14(a2,x24541,x24542))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,2396,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198])).
% 289.56/289.51 cnf(2455,plain,
% 289.56/289.51 (P12(a2,f14(a2,x24551,x24552),x24551)),
% 289.56/289.51 inference(rename_variables,[],[597])).
% 289.56/289.51 cnf(2458,plain,
% 289.56/289.51 (P13(a1,x24581,f18(a1,f32(a2,f30(x24581)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2460,plain,
% 289.56/289.51 (P12(a3,f16(a3,f18(a3,f6(a3),f7(a3)),f7(a3)),f7(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,350,351,352,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,2396,2452,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196])).
% 289.56/289.51 cnf(2462,plain,
% 289.56/289.51 (P12(a3,f13(a3,f6(a3),x24621),f7(a3))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,350,351,352,353,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,699,2254,2336,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,617,2175,2326,2396,2452,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195])).
% 289.56/289.51 cnf(2465,plain,
% 289.56/289.51 (P12(a2,f13(a2,x24651,x24652),x24651)),
% 289.56/289.51 inference(rename_variables,[],[598])).
% 289.56/289.51 cnf(2466,plain,
% 289.56/289.51 (P12(a2,f6(a2),x24661)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2468,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x24681,f7(a2)),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,350,351,352,353,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,2411,699,2254,2336,2393,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050])).
% 289.56/289.51 cnf(2469,plain,
% 289.56/289.51 (~P13(a2,x24691,f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[699])).
% 289.56/289.51 cnf(2472,plain,
% 289.56/289.51 (~P13(a2,x24721,f6(a2))),
% 289.56/289.51 inference(rename_variables,[],[699])).
% 289.56/289.51 cnf(2474,plain,
% 289.56/289.51 (P12(a1,f20(f6(a1)),f6(a2))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,364,365,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,2411,699,2254,2336,2393,2469,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,713,2127,2130,2217,599,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987])).
% 289.56/289.51 cnf(2477,plain,
% 289.56/289.51 (E(f16(a2,f18(a2,x24771,x24772),x24772),x24771)),
% 289.56/289.51 inference(rename_variables,[],[599])).
% 289.56/289.51 cnf(2478,plain,
% 289.56/289.51 (P12(a2,f6(a2),x24781)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2479,plain,
% 289.56/289.51 (P12(a2,x24791,x24791)),
% 289.56/289.51 inference(rename_variables,[],[557])).
% 289.56/289.51 cnf(2482,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x24821),f7(a1)),x24821)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2483,plain,
% 289.56/289.51 (P12(a1,x24831,x24831)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2485,plain,
% 289.56/289.51 (~P12(a2,f18(a2,f18(a2,f6(a2),f7(a2)),x24851),x24851)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,364,365,366,367,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,2411,2466,699,2254,2336,2393,2469,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,2437,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466])).
% 289.56/289.51 cnf(2486,plain,
% 289.56/289.51 (~P13(a2,x24861,x24861)),
% 289.56/289.51 inference(rename_variables,[],[696])).
% 289.56/289.51 cnf(2487,plain,
% 289.56/289.51 (P13(a2,x24871,f18(a2,x24871,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2490,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x24901),f7(a1)),x24901)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2493,plain,
% 289.56/289.51 (P12(a2,f6(a2),x24931)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2496,plain,
% 289.56/289.51 (P12(a2,x24961,x24961)),
% 289.56/289.51 inference(rename_variables,[],[557])).
% 289.56/289.51 cnf(2499,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x24991),f7(a1)),x24991)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2500,plain,
% 289.56/289.51 (P13(a1,x25001,f18(a1,f32(a2,f30(x25001)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2502,plain,
% 289.56/289.51 (~P12(a1,f12(a1,f18(a1,x25021,f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x25021)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,407,410,419,420,422,434,435,467,529,566,2240,2247,2351,2411,2466,2478,699,2254,2336,2393,2469,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636])).
% 289.56/289.51 cnf(2503,plain,
% 289.56/289.51 (~P13(a1,f18(a1,f12(a1,x25031),f7(a1)),x25031)),
% 289.56/289.51 inference(rename_variables,[],[715])).
% 289.56/289.51 cnf(2504,plain,
% 289.56/289.51 (P13(a1,x25041,f18(a1,f32(a2,f30(x25041)),f7(a1)))),
% 289.56/289.51 inference(rename_variables,[],[617])).
% 289.56/289.51 cnf(2506,plain,
% 289.56/289.51 (~P12(a2,f18(a2,x25061,f18(a2,f18(a2,x25062,f7(a2)),x25063)),x25063)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,407,410,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,699,2254,2336,2393,2469,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635])).
% 289.56/289.51 cnf(2510,plain,
% 289.56/289.51 (P14(a3,f23(a3,f7(a3),f20(f32(a2,f6(f112(a3))))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,699,2254,2336,2393,2469,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,646,2107,2265,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235])).
% 289.56/289.51 cnf(2511,plain,
% 289.56/289.51 (E(f20(f32(a2,x25111)),x25111)),
% 289.56/289.51 inference(rename_variables,[],[549])).
% 289.56/289.51 cnf(2513,plain,
% 289.56/289.51 (~E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),a11),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f6(a5)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721])).
% 289.56/289.51 cnf(2514,plain,
% 289.56/289.51 (E(f18(a2,x25141,x25142),f18(a2,x25142,x25141))),
% 289.56/289.51 inference(rename_variables,[],[589])).
% 289.56/289.51 cnf(2515,plain,
% 289.56/289.51 (~E(f18(a2,x25151,f7(a2)),x25151)),
% 289.56/289.51 inference(rename_variables,[],[701])).
% 289.56/289.51 cnf(2518,plain,
% 289.56/289.51 (P12(a2,f6(a2),x25181)),
% 289.56/289.51 inference(rename_variables,[],[566])).
% 289.56/289.51 cnf(2522,plain,
% 289.56/289.51 (P12(a2,x25221,f18(a2,f18(a2,x25221,x25222),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009])).
% 289.56/289.51 cnf(2524,plain,
% 289.56/289.51 (P12(a3,f6(a3),f18(a3,f7(a3),f7(a3)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956])).
% 289.56/289.51 cnf(2528,plain,
% 289.56/289.51 (P12(a4,x25281,x25281)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824])).
% 289.56/289.51 cnf(2532,plain,
% 289.56/289.51 (P13(a2,f6(a2),f18(a2,x25321,f18(a2,x25322,f7(a2))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817])).
% 289.56/289.51 cnf(2534,plain,
% 289.56/289.51 (~P13(a2,f18(a2,x25341,f7(a2)),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306])).
% 289.56/289.51 cnf(2538,plain,
% 289.56/289.51 (P12(a3,f18(a3,f16(a3,f18(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f18(a3,f6(a3),f7(a3)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265])).
% 289.56/289.51 cnf(2542,plain,
% 289.56/289.51 (P13(a3,f7(a3),f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260])).
% 289.56/289.51 cnf(2546,plain,
% 289.56/289.51 (P12(a3,f6(a3),f16(a3,f7(a3),f7(a3)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254])).
% 289.56/289.51 cnf(2554,plain,
% 289.56/289.51 (P12(a3,x25541,f12(a3,x25541))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,419,420,422,434,435,467,468,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901])).
% 289.56/289.51 cnf(2558,plain,
% 289.56/289.51 (E(f35(f35(f21(a1),x25581),f7(a2)),x25581)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826])).
% 289.56/289.51 cnf(2560,plain,
% 289.56/289.51 (~P14(a1,f6(f112(a1)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812])).
% 289.56/289.51 cnf(2562,plain,
% 289.56/289.51 (P35(f117(x25621,a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793])).
% 289.56/289.51 cnf(2564,plain,
% 289.56/289.51 (P2(f117(x25641,a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792])).
% 289.56/289.51 cnf(2566,plain,
% 289.56/289.51 (P1(f117(x25661,a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791])).
% 289.56/289.51 cnf(2570,plain,
% 289.56/289.51 (P11(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773])).
% 289.56/289.51 cnf(2572,plain,
% 289.56/289.51 (P10(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772])).
% 289.56/289.51 cnf(2574,plain,
% 289.56/289.51 (P47(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771])).
% 289.56/289.51 cnf(2576,plain,
% 289.56/289.51 (P70(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,414,419,420,422,434,435,467,468,478,501,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770])).
% 289.56/289.51 cnf(2580,plain,
% 289.56/289.51 (P39(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768])).
% 289.56/289.51 cnf(2588,plain,
% 289.56/289.51 (P48(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764])).
% 289.56/289.51 cnf(2590,plain,
% 289.56/289.51 (P65(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763])).
% 289.56/289.51 cnf(2596,plain,
% 289.56/289.51 (P61(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760])).
% 289.56/289.51 cnf(2602,plain,
% 289.56/289.51 (P23(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757])).
% 289.56/289.51 cnf(2604,plain,
% 289.56/289.51 (P26(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756])).
% 289.56/289.51 cnf(2610,plain,
% 289.56/289.51 (P31(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753])).
% 289.56/289.51 cnf(2612,plain,
% 289.56/289.51 (P60(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752])).
% 289.56/289.51 cnf(2614,plain,
% 289.56/289.51 (P67(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751])).
% 289.56/289.51 cnf(2618,plain,
% 289.56/289.51 (P22(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749])).
% 289.56/289.51 cnf(2624,plain,
% 289.56/289.51 (P52(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746])).
% 289.56/289.51 cnf(2626,plain,
% 289.56/289.51 (P57(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745])).
% 289.56/289.51 cnf(2630,plain,
% 289.56/289.51 (P51(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743])).
% 289.56/289.51 cnf(2632,plain,
% 289.56/289.51 (P63(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742])).
% 289.56/289.51 cnf(2634,plain,
% 289.56/289.51 (P19(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741])).
% 289.56/289.51 cnf(2636,plain,
% 289.56/289.51 (P9(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740])).
% 289.56/289.51 cnf(2638,plain,
% 289.56/289.51 (P27(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739])).
% 289.56/289.51 cnf(2640,plain,
% 289.56/289.51 (P56(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738])).
% 289.56/289.51 cnf(2644,plain,
% 289.56/289.51 (P44(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736])).
% 289.56/289.51 cnf(2646,plain,
% 289.56/289.51 (P71(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735])).
% 289.56/289.51 cnf(2648,plain,
% 289.56/289.51 (P43(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734])).
% 289.56/289.51 cnf(2652,plain,
% 289.56/289.51 (P30(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732])).
% 289.56/289.51 cnf(2654,plain,
% 289.56/289.51 (P29(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731])).
% 289.56/289.51 cnf(2668,plain,
% 289.56/289.51 (P32(f112(a5))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724])).
% 289.56/289.51 cnf(2670,plain,
% 289.56/289.51 (P28(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723])).
% 289.56/289.51 cnf(2672,plain,
% 289.56/289.51 (P5(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722])).
% 289.56/289.51 cnf(2674,plain,
% 289.56/289.51 (P42(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721])).
% 289.56/289.51 cnf(2676,plain,
% 289.56/289.51 (P4(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720])).
% 289.56/289.51 cnf(2678,plain,
% 289.56/289.51 (P35(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719])).
% 289.56/289.51 cnf(2680,plain,
% 289.56/289.51 (P3(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718])).
% 289.56/289.51 cnf(2682,plain,
% 289.56/289.51 (P2(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717])).
% 289.56/289.51 cnf(2684,plain,
% 289.56/289.51 (P1(f112(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716])).
% 289.56/289.51 cnf(2686,plain,
% 289.56/289.51 (P13(a3,f16(a3,x26861,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x26861,x26862)),f7(a3))),f7(a3))),x26862)),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054])).
% 289.56/289.51 cnf(2688,plain,
% 289.56/289.51 (P13(a3,x26881,f18(a3,x26882,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x26882,x26881)),f7(a3))),f7(a3))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053])).
% 289.56/289.51 cnf(2691,plain,
% 289.56/289.51 (P13(a2,x26911,f18(a2,x26911,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2693,plain,
% 289.56/289.51 (P13(a2,f16(a2,f18(a2,f6(a2),f7(a2)),f18(a2,x26931,f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674])).
% 289.56/289.51 cnf(2694,plain,
% 289.56/289.51 (P13(a2,x26941,f18(a2,x26941,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2696,plain,
% 289.56/289.51 (P12(a1,f32(a2,f16(a2,f42(f6(a1)),f7(a2))),f6(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575])).
% 289.56/289.51 cnf(2697,plain,
% 289.56/289.51 (P12(a1,x26971,x26971)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2699,plain,
% 289.56/289.51 (P13(a1,f32(a2,x26991),f32(a2,f18(a2,f85(f32(a2,x26991)),f7(a2))))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574])).
% 289.56/289.51 cnf(2702,plain,
% 289.56/289.51 (P12(a1,x27021,x27021)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2705,plain,
% 289.56/289.51 (P13(a2,x27051,f18(a2,x27051,f7(a2)))),
% 289.56/289.51 inference(rename_variables,[],[603])).
% 289.56/289.51 cnf(2709,plain,
% 289.56/289.51 (P12(a1,f32(a2,f85(f6(a1))),f6(a1))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098])).
% 289.56/289.51 cnf(2710,plain,
% 289.56/289.51 (P12(a1,x27101,x27101)),
% 289.56/289.51 inference(rename_variables,[],[556])).
% 289.56/289.51 cnf(2712,plain,
% 289.56/289.51 (P12(a1,f32(a2,f30(f32(a2,x27121))),f32(a2,x27121))),
% 289.56/289.51 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097])).
% 289.56/289.52 cnf(2715,plain,
% 289.56/289.52 (P12(a1,x27151,x27151)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(2717,plain,
% 289.56/289.52 (P12(a1,f32(a2,f7(a2)),f7(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067])).
% 289.56/289.52 cnf(2719,plain,
% 289.56/289.52 (E(f18(a2,f67(f18(a2,f6(a2),f7(a2))),f7(a2)),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063])).
% 289.56/289.52 cnf(2720,plain,
% 289.56/289.52 (P13(a2,x27201,f18(a2,x27201,f7(a2)))),
% 289.56/289.52 inference(rename_variables,[],[603])).
% 289.56/289.52 cnf(2723,plain,
% 289.56/289.52 (P12(a1,x27231,x27231)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(2727,plain,
% 289.56/289.52 (~P12(a1,f32(a2,f18(a2,f6(a2),f7(a2))),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996])).
% 289.56/289.52 cnf(2728,plain,
% 289.56/289.52 (~E(f18(a2,x27281,f7(a2)),x27281)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(2734,plain,
% 289.56/289.52 (~E(f18(a2,f18(a2,x27341,f7(a2)),x27342),f6(a2))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914])).
% 289.56/289.52 cnf(2746,plain,
% 289.56/289.52 (P12(a1,f6(a1),f33(a5,x27461))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906])).
% 289.56/289.52 cnf(2750,plain,
% 289.56/289.52 (P12(a1,f32(a2,f20(f6(a1))),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888])).
% 289.56/289.52 cnf(2752,plain,
% 289.56/289.52 (~E(f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),x27521),f7(a2))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885])).
% 289.56/289.52 cnf(2753,plain,
% 289.56/289.52 (~E(f18(a2,x27531,f7(a2)),x27531)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(2756,plain,
% 289.56/289.52 (~E(f18(a2,x27561,f7(a2)),x27561)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(2770,plain,
% 289.56/289.52 (~E(f32(a2,f18(a2,f6(a2),f7(a2))),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778])).
% 289.56/289.52 cnf(2771,plain,
% 289.56/289.52 (~E(f18(a2,x27711,f7(a2)),x27711)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(2775,plain,
% 289.56/289.52 (~P13(a2,f6(a2),f35(f35(f17(a2),f6(a2)),x27751))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330])).
% 289.56/289.52 cnf(2776,plain,
% 289.56/289.52 (~P13(a2,x27761,x27761)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(2779,plain,
% 289.56/289.52 (~P13(a2,x27791,x27791)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(2781,plain,
% 289.56/289.52 (P13(a3,f6(a3),f18(a3,f7(a3),f35(f35(f21(a3),f12(a3,x27811)),x27812)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282])).
% 289.56/289.52 cnf(2783,plain,
% 289.56/289.52 (P12(a3,f6(a3),f13(a3,x27831,f7(a3)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269])).
% 289.56/289.52 cnf(2790,plain,
% 289.56/289.52 (P13(a2,x27901,f18(a2,x27901,f7(a2)))),
% 289.56/289.52 inference(rename_variables,[],[603])).
% 289.56/289.52 cnf(2792,plain,
% 289.56/289.52 (P12(a3,f6(a3),f35(f35(f21(a3),f7(a3)),x27921))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203])).
% 289.56/289.52 cnf(2794,plain,
% 289.56/289.52 (~P13(a1,f6(a1),f32(a2,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124])).
% 289.56/289.52 cnf(2795,plain,
% 289.56/289.52 (~P13(a2,x27951,x27951)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(2804,plain,
% 289.56/289.52 (P13(a1,x28041,f18(a1,f32(a2,f30(x28041)),f7(a1)))),
% 289.56/289.52 inference(rename_variables,[],[617])).
% 289.56/289.52 cnf(2807,plain,
% 289.56/289.52 (P12(a1,x28071,x28071)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(2810,plain,
% 289.56/289.52 (P12(a1,x28101,x28101)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(2812,plain,
% 289.56/289.52 (~E(f35(f35(f17(a2),x28121),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182])).
% 289.56/289.52 cnf(2813,plain,
% 289.56/289.52 (~E(f18(a2,x28131,f7(a2)),x28131)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(2816,plain,
% 289.56/289.52 (E(f18(a2,x28161,x28162),f18(a2,x28162,x28161))),
% 289.56/289.52 inference(rename_variables,[],[589])).
% 289.56/289.52 cnf(3018,plain,
% 289.56/289.52 (E(f13(x30181,f20(f6(a1)),x30182),f13(x30181,f6(a2),x30182))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53])).
% 289.56/289.52 cnf(3045,plain,
% 289.56/289.52 (E(f18(x30451,f20(f6(a1)),x30452),f18(x30451,f6(a2),x30452))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25])).
% 289.56/289.52 cnf(3054,plain,
% 289.56/289.52 (E(f16(x30541,x30542,f20(f6(a1))),f16(x30541,x30542,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16])).
% 289.56/289.52 cnf(3055,plain,
% 289.56/289.52 (E(f16(x30551,f20(f6(a1)),x30552),f16(x30551,f6(a2),x30552))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15])).
% 289.56/289.52 cnf(3067,plain,
% 289.56/289.52 (~P12(a2,f35(f35(f17(a2),f18(a2,x30671,f7(a2))),f18(a2,x30672,f7(a2))),f35(f35(f17(a2),f18(a2,x30671,f7(a2))),x30672))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019])).
% 289.56/289.52 cnf(3069,plain,
% 289.56/289.52 (P13(a2,f35(f35(f17(a2),f18(a2,x30691,f7(a2))),x30692),f35(f35(f17(a2),f18(a2,x30691,f7(a2))),f18(a2,x30692,f7(a2))))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987])).
% 289.56/289.52 cnf(3075,plain,
% 289.56/289.52 (P12(a2,x30751,f16(a2,f18(a2,x30752,x30751),x30752))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638])).
% 289.56/289.52 cnf(3077,plain,
% 289.56/289.52 (~P13(a2,f35(f35(f17(a2),x30771),x30772),f35(f35(f17(a2),f6(a2)),x30772))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585])).
% 289.56/289.52 cnf(3087,plain,
% 289.56/289.52 (P12(a2,f14(a2,f6(a2),x30871),f14(a2,x30872,x30871))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458])).
% 289.56/289.52 cnf(3093,plain,
% 289.56/289.52 (P12(a2,f18(a2,f6(a2),x30931),f18(a2,x30932,x30931))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455])).
% 289.56/289.52 cnf(3099,plain,
% 289.56/289.52 (P12(a2,f35(f35(f17(a2),f6(a2)),x30991),f35(f35(f17(a2),x30992),x30991))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382])).
% 289.56/289.52 cnf(3111,plain,
% 289.56/289.52 (~P13(a1,f35(f35(f17(a1),x31111),x31111),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296])).
% 289.56/289.52 cnf(3113,plain,
% 289.56/289.52 (P13(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f6(a3))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244])).
% 289.56/289.52 cnf(3117,plain,
% 289.56/289.52 (P13(a1,f32(a2,x31171),f32(a2,f18(a2,x31171,f7(a2))))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130])).
% 289.56/289.52 cnf(3119,plain,
% 289.56/289.52 (P12(a1,f32(a2,f6(a2)),f32(a2,x31191))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129])).
% 289.56/289.52 cnf(3121,plain,
% 289.56/289.52 (P13(a1,x31211,f18(a1,x31211,f7(a1)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123])).
% 289.56/289.52 cnf(3123,plain,
% 289.56/289.52 (P12(a1,f6(a1),f35(f35(f17(a1),x31231),x31231))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089])).
% 289.56/289.52 cnf(3129,plain,
% 289.56/289.52 (~E(f18(a2,x31291,f6(a5)),f18(a2,x31291,a11))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079])).
% 289.56/289.52 cnf(3135,plain,
% 289.56/289.52 (~P13(a1,f12(a1,x31351),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027])).
% 289.56/289.52 cnf(3139,plain,
% 289.56/289.52 (E(f16(a2,x31391,f18(a2,x31392,x31391)),f6(a2))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017])).
% 289.56/289.52 cnf(3143,plain,
% 289.56/289.52 (E(f18(a5,x31431,x31432),f18(a5,x31432,x31431))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969])).
% 289.56/289.52 cnf(3145,plain,
% 289.56/289.52 (~P13(a1,f7(a1),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967])).
% 289.56/289.52 cnf(3147,plain,
% 289.56/289.52 (~P12(a1,f7(a1),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966])).
% 289.56/289.52 cnf(3159,plain,
% 289.56/289.52 (P13(a1,f6(a1),f7(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873])).
% 289.56/289.52 cnf(3161,plain,
% 289.56/289.52 (P12(a1,f6(a1),f7(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872])).
% 289.56/289.52 cnf(3171,plain,
% 289.56/289.52 (E(f18(a1,f6(a1),x31711),x31711)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,394,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,482,501,508,511,525,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847])).
% 289.56/289.52 cnf(3181,plain,
% 289.56/289.52 (E(f18(a1,x31811,f6(a1)),x31811)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,394,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,482,501,508,511,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841])).
% 289.56/289.52 cnf(3193,plain,
% 289.56/289.52 (E(f13(a2,x31931,x31931),f6(a2))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,394,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833])).
% 289.56/289.52 cnf(3199,plain,
% 289.56/289.52 (~P72(f37(f6(a5),a11))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,394,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801])).
% 289.56/289.52 cnf(3203,plain,
% 289.56/289.52 (P72(f37(f20(f6(a1)),f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,359,360,361,364,365,366,367,369,376,389,394,397,398,401,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790])).
% 289.56/289.52 cnf(3212,plain,
% 289.56/289.52 (P12(a1,x32121,x32121)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(3216,plain,
% 289.56/289.52 (~P13(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)),f6(a3))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864])).
% 289.56/289.52 cnf(3218,plain,
% 289.56/289.52 (E(f18(a2,x32181,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x32181)),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),x32181))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855])).
% 289.56/289.52 cnf(3219,plain,
% 289.56/289.52 (~E(f18(a2,x32191,f7(a2)),x32191)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(3221,plain,
% 289.56/289.52 (P13(a1,x32211,f35(f35(f17(a1),f32(a2,f52(f36(x32212,x32213),x32211))),f36(x32212,x32213)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744])).
% 289.56/289.52 cnf(3226,plain,
% 289.56/289.52 (~E(f18(a2,x32261,f7(a2)),x32261)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(3228,plain,
% 289.56/289.52 (~P13(a2,f35(f35(f17(a2),f6(a2)),x32281),f35(f35(f17(a2),f6(a2)),x32282))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590])).
% 289.56/289.52 cnf(3229,plain,
% 289.56/289.52 (~P13(a2,x32291,x32291)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(3232,plain,
% 289.56/289.52 (~P13(a2,x32321,x32321)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(3234,plain,
% 289.56/289.52 (E(f35(f35(f17(a2),x32341),f35(f35(f21(a2),x32341),f16(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),f35(f35(f21(a2),x32341),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559])).
% 289.56/289.52 cnf(3235,plain,
% 289.56/289.52 (~E(f18(a2,x32351,f7(a2)),x32351)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(3240,plain,
% 289.56/289.52 (P13(a2,x32401,f18(a2,x32401,f7(a2)))),
% 289.56/289.52 inference(rename_variables,[],[603])).
% 289.56/289.52 cnf(3249,plain,
% 289.56/289.52 (P12(a1,x32491,x32491)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(3252,plain,
% 289.56/289.52 (P12(a1,x32521,x32521)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(3254,plain,
% 289.56/289.52 (P12(a2,f35(f35(f17(a2),f6(a2)),x32541),f35(f35(f17(a2),f6(a2)),x32542))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334])).
% 289.56/289.52 cnf(3255,plain,
% 289.56/289.52 (~P13(a2,x32551,x32551)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(3257,plain,
% 289.56/289.52 (P12(a2,f35(f35(f17(a2),x32571),f6(a2)),f35(f35(f17(a2),x32572),f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333])).
% 289.56/289.52 cnf(3258,plain,
% 289.56/289.52 (~P13(a2,x32581,x32581)),
% 289.56/289.52 inference(rename_variables,[],[696])).
% 289.56/289.52 cnf(3265,plain,
% 289.56/289.52 (P12(a1,x32651,x32651)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(3268,plain,
% 289.56/289.52 (P12(a1,x32681,x32681)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(3273,plain,
% 289.56/289.52 (P13(a2,x32731,f18(a2,x32731,f7(a2)))),
% 289.56/289.52 inference(rename_variables,[],[603])).
% 289.56/289.52 cnf(3276,plain,
% 289.56/289.52 (P13(a2,x32761,f18(a2,x32761,f7(a2)))),
% 289.56/289.52 inference(rename_variables,[],[603])).
% 289.56/289.52 cnf(3283,plain,
% 289.56/289.52 (~E(f18(a2,x32831,f7(a2)),x32831)),
% 289.56/289.52 inference(rename_variables,[],[701])).
% 289.56/289.52 cnf(3285,plain,
% 289.56/289.52 (~P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x32851))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,713,2127,2130,2217,2345,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809])).
% 289.56/289.52 cnf(3286,plain,
% 289.56/289.52 (~P12(a2,f18(a2,x32861,f7(a2)),x32861)),
% 289.56/289.52 inference(rename_variables,[],[713])).
% 289.56/289.52 cnf(3288,plain,
% 289.56/289.52 (~P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),x32881),f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808])).
% 289.56/289.52 cnf(3289,plain,
% 289.56/289.52 (~P12(a2,f18(a2,x32891,f7(a2)),x32891)),
% 289.56/289.52 inference(rename_variables,[],[713])).
% 289.56/289.52 cnf(3291,plain,
% 289.56/289.52 (P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f21(a2),f18(a2,f6(a2),f7(a2))),x32911))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737])).
% 289.56/289.52 cnf(3292,plain,
% 289.56/289.52 (P12(a2,x32921,x32921)),
% 289.56/289.52 inference(rename_variables,[],[557])).
% 289.56/289.52 cnf(3298,plain,
% 289.56/289.52 (P12(a1,f33(a5,f35(f35(f21(a5),x32981),x32982)),f35(f35(f21(a1),f33(a5,x32981)),x32982))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691])).
% 289.56/289.52 cnf(3309,plain,
% 289.56/289.52 (P12(a1,x33091,x33091)),
% 289.56/289.52 inference(rename_variables,[],[556])).
% 289.56/289.52 cnf(3315,plain,
% 289.56/289.52 (E(f18(a2,f18(a2,x33151,f68(f18(a2,x33151,f7(a2)),x33151)),f7(a2)),f18(a2,x33151,f7(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342])).
% 289.56/289.52 cnf(3323,plain,
% 289.56/289.52 (E(f13(a2,f13(a2,x33231,x33232),x33232),f13(a2,x33231,x33232))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177])).
% 289.56/289.52 cnf(3339,plain,
% 289.56/289.52 (E(f18(a2,x33391,f103(x33391,x33391)),x33391)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,432,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073])).
% 289.56/289.52 cnf(3341,plain,
% 289.56/289.52 (E(f18(a2,x33411,f100(x33411,x33411)),x33411)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,419,420,422,423,426,432,434,435,445,453,467,468,478,479,482,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072])).
% 289.56/289.52 cnf(3389,plain,
% 289.56/289.52 (E(f12(a1,f7(a1)),f7(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782])).
% 289.56/289.52 cnf(3399,plain,
% 289.56/289.52 (~P13(a1,f18(a1,f35(f35(f17(a1),x33991),x33991),f35(f35(f17(a1),x33992),x33992)),f6(a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941])).
% 289.56/289.52 cnf(3407,plain,
% 289.56/289.52 (E(f18(a2,f35(f35(f17(a2),f14(a2,x34071,x34072)),x34072),f13(a2,x34071,x34072)),x34071)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893])).
% 289.56/289.52 cnf(3409,plain,
% 289.56/289.52 (E(f18(a2,f13(a2,x34091,x34092),f35(f35(f17(a2),f14(a2,x34091,x34092)),x34092)),x34091)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892])).
% 289.56/289.52 cnf(3419,plain,
% 289.56/289.52 (P12(a1,f33(a5,f35(f35(f17(a5),x34191),x34192)),f35(f35(f17(a1),f33(a5,x34191)),f33(a5,x34192)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756])).
% 289.56/289.52 cnf(3439,plain,
% 289.56/289.52 (E(f18(a2,f35(f35(f17(a2),x34391),f14(a2,x34392,x34391)),f13(a2,x34392,x34391)),x34392)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692])).
% 289.56/289.52 cnf(3447,plain,
% 289.56/289.52 (P12(a2,f16(a2,f18(a2,x34471,x34472),x34472),x34471)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557])).
% 289.56/289.52 cnf(3448,plain,
% 289.56/289.52 (P12(a2,x34481,x34481)),
% 289.56/289.52 inference(rename_variables,[],[557])).
% 289.56/289.52 cnf(3460,plain,
% 289.56/289.52 (E(f18(a5,f18(a5,x34601,x34602),x34603),f18(a5,f18(a5,x34601,x34603),x34602))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413])).
% 289.56/289.52 cnf(3480,plain,
% 289.56/289.52 (P13(a1,f6(a1),f18(a1,f7(a1),f7(a1)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148])).
% 289.56/289.52 cnf(3493,plain,
% 289.56/289.52 (P13(a2,x34931,f18(a2,x34931,f7(a2)))),
% 289.56/289.52 inference(rename_variables,[],[603])).
% 289.56/289.52 cnf(3501,plain,
% 289.56/289.52 (E(f13(a2,f35(f35(f17(a2),f13(a2,x35011,x35012)),x35013),x35012),f13(a2,f35(f35(f17(a2),x35011),x35013),x35012))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914])).
% 289.56/289.52 cnf(3517,plain,
% 289.56/289.52 (E(f13(f112(a5),f16(f112(a5),f13(f112(a5),x35171,x35172),x35173),x35172),f13(f112(a5),f16(f112(a5),x35171,x35173),x35172))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774])).
% 289.56/289.52 cnf(3519,plain,
% 289.56/289.52 (E(f13(f112(a5),f16(f112(a5),x35191,f13(f112(a5),x35192,x35193)),x35193),f13(f112(a5),f16(f112(a5),x35191,x35192),x35193))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772])).
% 289.56/289.52 cnf(3521,plain,
% 289.56/289.52 (E(f13(a2,f35(f35(f17(a2),x35211),f13(a2,x35212,x35213)),x35213),f13(a2,f35(f35(f17(a2),x35211),x35212),x35213))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753])).
% 289.56/289.52 cnf(3525,plain,
% 289.56/289.52 (E(f18(a5,f35(f35(f17(a5),x35251),x35252),f35(f35(f17(a5),x35253),x35252)),f35(f35(f17(a5),f18(a5,x35251,x35253)),x35252))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751])).
% 289.56/289.52 cnf(3569,plain,
% 289.56/289.52 (E(f35(f35(f17(a3),x35691),f93(x35691,x35691)),x35691)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070])).
% 289.56/289.52 cnf(3571,plain,
% 289.56/289.52 (E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f92(f18(a2,f6(a2),f7(a2)),x35711)),x35711)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069])).
% 289.56/289.52 cnf(3575,plain,
% 289.56/289.52 (E(f18(a2,f18(a2,f35(f35(f17(a2),f14(a2,x35751,x35752)),x35752),f13(a2,x35751,x35752)),x35753),f18(a2,x35751,x35753))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,419,420,422,423,426,427,428,432,434,435,445,453,456,467,468,478,479,482,486,501,508,511,514,525,528,529,530,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015])).
% 289.56/289.52 cnf(3598,plain,
% 289.56/289.52 (~E(f18(a2,x35981,f7(a2)),f6(a2))),
% 289.56/289.52 inference(rename_variables,[],[708])).
% 289.56/289.52 cnf(3624,plain,
% 289.56/289.52 (P58(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,445,450,453,456,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337])).
% 289.56/289.52 cnf(3625,plain,
% 289.56/289.52 (P49(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,450,453,456,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336])).
% 289.56/289.52 cnf(3628,plain,
% 289.56/289.52 (P67(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333])).
% 289.56/289.52 cnf(3629,plain,
% 289.56/289.52 (P69(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332])).
% 289.56/289.52 cnf(3630,plain,
% 289.56/289.52 (P31(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330])).
% 289.56/289.52 cnf(3631,plain,
% 289.56/289.52 (P33(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329])).
% 289.56/289.52 cnf(3632,plain,
% 289.56/289.52 (P46(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328])).
% 289.56/289.52 cnf(3633,plain,
% 289.56/289.52 (P41(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327])).
% 289.56/289.52 cnf(3634,plain,
% 289.56/289.52 (P53(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326])).
% 289.56/289.52 cnf(3635,plain,
% 289.56/289.52 (P65(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,499,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325])).
% 289.56/289.52 cnf(3636,plain,
% 289.56/289.52 (P59(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,499,501,508,511,514,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324])).
% 289.56/289.52 cnf(3638,plain,
% 289.56/289.52 (P70(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,499,501,508,511,514,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322])).
% 289.56/289.52 cnf(3639,plain,
% 289.56/289.52 (P40(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,499,501,508,511,514,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321])).
% 289.56/289.52 cnf(3640,plain,
% 289.56/289.52 (P47(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,467,468,474,478,479,482,486,488,496,499,501,508,511,514,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320])).
% 289.56/289.52 cnf(3642,plain,
% 289.56/289.52 (P60(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318])).
% 289.56/289.52 cnf(3643,plain,
% 289.56/289.52 (P30(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317])).
% 289.56/289.52 cnf(3644,plain,
% 289.56/289.52 (P68(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316])).
% 289.56/289.52 cnf(3645,plain,
% 289.56/289.52 (P63(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315])).
% 289.56/289.52 cnf(3646,plain,
% 289.56/289.52 (P56(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314])).
% 289.56/289.52 cnf(3647,plain,
% 289.56/289.52 (P21(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313])).
% 289.56/289.52 cnf(3648,plain,
% 289.56/289.52 (P52(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312])).
% 289.56/289.52 cnf(3649,plain,
% 289.56/289.52 (P24(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311])).
% 289.56/289.52 cnf(3650,plain,
% 289.56/289.52 (P45(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310])).
% 289.56/289.52 cnf(3651,plain,
% 289.56/289.52 (P8(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304])).
% 289.56/289.52 cnf(3652,plain,
% 289.56/289.52 (P18(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303])).
% 289.56/289.52 cnf(3653,plain,
% 289.56/289.52 (P57(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302])).
% 289.56/289.52 cnf(3654,plain,
% 289.56/289.52 (P20(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301])).
% 289.56/289.52 cnf(3655,plain,
% 289.56/289.52 (P7(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300])).
% 289.56/289.52 cnf(3656,plain,
% 289.56/289.52 (P34(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299])).
% 289.56/289.52 cnf(3657,plain,
% 289.56/289.52 (P50(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298])).
% 289.56/289.52 cnf(3658,plain,
% 289.56/289.52 (P39(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297])).
% 289.56/289.52 cnf(3659,plain,
% 289.56/289.52 (P6(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296])).
% 289.56/289.52 cnf(3660,plain,
% 289.56/289.52 (P38(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295])).
% 289.56/289.52 cnf(3661,plain,
% 289.56/289.52 (P23(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294])).
% 289.56/289.52 cnf(3662,plain,
% 289.56/289.52 (~E(a3,x36621)+P11(x36621)),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293])).
% 289.56/289.52 cnf(3663,plain,
% 289.56/289.52 (P32(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292])).
% 289.56/289.52 cnf(3664,plain,
% 289.56/289.52 (P64(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291])).
% 289.56/289.52 cnf(3665,plain,
% 289.56/289.52 (P48(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290])).
% 289.56/289.52 cnf(3666,plain,
% 289.56/289.52 (P28(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289])).
% 289.56/289.52 cnf(3667,plain,
% 289.56/289.52 (P51(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288])).
% 289.56/289.52 cnf(3668,plain,
% 289.56/289.52 (P5(f18(a2,f6(a2),a1))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287])).
% 289.56/289.52 cnf(3669,plain,
% 289.56/289.52 (P66(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285])).
% 289.56/289.52 cnf(3670,plain,
% 289.56/289.52 (P71(f18(a2,a5,f6(a2)))),
% 289.56/289.52 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284])).
% 289.56/289.52 cnf(3671,plain,
% 289.56/289.52 (P4(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281])).
% 289.56/289.53 cnf(3672,plain,
% 289.56/289.53 (P37(f18(a2,a5,f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277])).
% 289.56/289.53 cnf(3673,plain,
% 289.56/289.53 (P61(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276])).
% 289.56/289.53 cnf(3674,plain,
% 289.56/289.53 (~P14(a1,f20(f32(a2,f6(f112(a1)))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275])).
% 289.56/289.53 cnf(3675,plain,
% 289.56/289.53 (~P14(f30(f32(a2,a1)),f6(f112(a1)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274])).
% 289.56/289.53 cnf(3676,plain,
% 289.56/289.53 (P29(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273])).
% 289.56/289.53 cnf(3677,plain,
% 289.56/289.53 (P44(f18(a2,a5,f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272])).
% 289.56/289.53 cnf(3678,plain,
% 289.56/289.53 (P42(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271])).
% 289.56/289.53 cnf(3679,plain,
% 289.56/289.53 (P35(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270])).
% 289.56/289.53 cnf(3680,plain,
% 289.56/289.53 (P26(f18(a2,a5,f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269])).
% 289.56/289.53 cnf(3681,plain,
% 289.56/289.53 (P3(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266])).
% 289.56/289.53 cnf(3685,plain,
% 289.56/289.53 (P2(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262])).
% 289.56/289.53 cnf(3686,plain,
% 289.56/289.53 (P36(f18(a2,a5,f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261])).
% 289.56/289.53 cnf(3688,plain,
% 289.56/289.53 (~P13(f16(a2,f18(a2,a2,x36881),x36881),x36882,x36882)),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255])).
% 289.56/289.53 cnf(3689,plain,
% 289.56/289.53 (P1(f18(a2,f6(a2),a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254])).
% 289.56/289.53 cnf(3692,plain,
% 289.56/289.53 (~P12(a2,f35(f35(f17(a2),f18(a2,x36921,f7(a2))),f18(a2,x36921,f7(a2))),x36921)),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172])).
% 289.56/289.53 cnf(3699,plain,
% 289.56/289.53 (~P13(a1,f33(a5,a120),f18(a1,f7(a1),f12(a1,a113)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105])).
% 289.56/289.53 cnf(3703,plain,
% 289.56/289.53 (P12(a1,f6(a1),f36(x37031,x37032))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971])).
% 289.56/289.53 cnf(3710,plain,
% 289.56/289.53 (P13(a2,x37101,f18(a2,x37101,f7(a2)))),
% 289.56/289.53 inference(rename_variables,[],[603])).
% 289.56/289.53 cnf(3714,plain,
% 289.56/289.53 (~P13(a3,f7(a3),f18(a3,f6(a3),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374])).
% 289.56/289.53 cnf(3716,plain,
% 289.56/289.53 (E(x37161,f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x37162),f6(a2)),f18(a2,f35(f35(f17(a2),f6(a2)),x37162),f6(a2)))),x37163),x37161))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373])).
% 289.56/289.53 cnf(3718,plain,
% 289.56/289.53 (~P12(a1,f12(a1,f7(a1)),f35(f35(f17(a1),f32(a2,f30(f6(a1)))),f12(a1,x37181)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598])).
% 289.56/289.53 cnf(3720,plain,
% 289.56/289.53 (~P13(a3,f14(a3,f7(a3),f7(a3)),f6(a3))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543])).
% 289.56/289.53 cnf(3733,plain,
% 289.56/289.53 (~E(f18(a2,x37331,f7(a2)),x37331)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3736,plain,
% 289.56/289.53 (~E(f18(a2,x37361,f7(a2)),x37361)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3738,plain,
% 289.56/289.53 (~E(f35(f35(f17(a2),f18(a2,x37381,f7(a2))),f18(a2,f7(a2),f7(a2))),f18(a2,x37381,f7(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886])).
% 289.56/289.53 cnf(3739,plain,
% 289.56/289.53 (~E(f18(a2,x37391,f7(a2)),x37391)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3743,plain,
% 289.56/289.53 (~P12(a3,f6(a3),f14(a3,f7(a3),f16(a3,x37431,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x37431,f6(a3))),f7(a3))),f7(a3)))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542])).
% 289.56/289.53 cnf(3745,plain,
% 289.56/289.53 (~P13(a3,f6(a3),f35(f35(f21(a3),f12(a3,f13(a3,x37451,x37451))),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527])).
% 289.56/289.53 cnf(3746,plain,
% 289.56/289.53 (~E(f18(a2,x37461,f7(a2)),x37461)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3750,plain,
% 289.56/289.53 (P12(a3,f6(a3),f14(a3,f7(a3),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438])).
% 289.56/289.53 cnf(3752,plain,
% 289.56/289.53 (P12(a3,f6(a3),f14(a3,f35(f35(f21(a3),f12(a3,x37521)),x37522),f35(f35(f21(a3),f12(a3,x37521)),x37522)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437])).
% 289.56/289.53 cnf(3759,plain,
% 289.56/289.53 (P13(a2,x37591,f18(a2,x37591,f7(a2)))),
% 289.56/289.53 inference(rename_variables,[],[603])).
% 289.56/289.53 cnf(3763,plain,
% 289.56/289.53 (P12(a3,f6(a3),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395])).
% 289.56/289.53 cnf(3768,plain,
% 289.56/289.53 (P13(a2,x37681,f18(a2,x37681,f7(a2)))),
% 289.56/289.53 inference(rename_variables,[],[603])).
% 289.56/289.53 cnf(3771,plain,
% 289.56/289.53 (P13(a2,x37711,f18(a2,x37711,f7(a2)))),
% 289.56/289.53 inference(rename_variables,[],[603])).
% 289.56/289.53 cnf(3773,plain,
% 289.56/289.53 (P12(a3,f6(a3),f24(f7(a3),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288])).
% 289.56/289.53 cnf(3775,plain,
% 289.56/289.53 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),x37751),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215])).
% 289.56/289.53 cnf(3777,plain,
% 289.56/289.53 (~E(f18(a2,x37771,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214])).
% 289.56/289.53 cnf(3779,plain,
% 289.56/289.53 (~E(f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192])).
% 289.56/289.53 cnf(3780,plain,
% 289.56/289.53 (~E(f18(a2,x37801,f7(a2)),x37801)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3783,plain,
% 289.56/289.53 (E(f18(a2,x37831,x37832),f18(a2,x37832,x37831))),
% 289.56/289.53 inference(rename_variables,[],[589])).
% 289.56/289.53 cnf(3786,plain,
% 289.56/289.53 (E(f18(a2,x37861,x37862),f18(a2,x37862,x37861))),
% 289.56/289.53 inference(rename_variables,[],[589])).
% 289.56/289.53 cnf(3788,plain,
% 289.56/289.53 (P14(a3,f23(a3,x37881,f23(a3,f7(a3),f20(f32(a2,f6(f112(a3)))))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062])).
% 289.56/289.53 cnf(3790,plain,
% 289.56/289.53 (~P12(a2,f20(f12(a1,f18(a1,f32(a2,x37901),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),x37901)),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286])).
% 289.56/289.53 cnf(3794,plain,
% 289.56/289.53 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134])).
% 289.56/289.53 cnf(3795,plain,
% 289.56/289.53 (~E(f18(a2,x37951,f7(a2)),x37951)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3801,plain,
% 289.56/289.53 (P13(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877])).
% 289.56/289.53 cnf(3807,plain,
% 289.56/289.53 (~P13(a3,f6(a3),f14(a3,f6(a3),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540])).
% 289.56/289.53 cnf(3816,plain,
% 289.56/289.53 (~E(f18(a2,x38161,f7(a2)),x38161)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3817,plain,
% 289.56/289.53 (~E(f18(a2,x38171,f7(a2)),f6(a2))),
% 289.56/289.53 inference(rename_variables,[],[708])).
% 289.56/289.53 cnf(3819,plain,
% 289.56/289.53 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,x38191,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216])).
% 289.56/289.53 cnf(3820,plain,
% 289.56/289.53 (~E(f18(a2,x38201,f7(a2)),x38201)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3821,plain,
% 289.56/289.53 (~E(f18(a2,x38211,f7(a2)),f6(a2))),
% 289.56/289.53 inference(rename_variables,[],[708])).
% 289.56/289.53 cnf(3827,plain,
% 289.56/289.53 (P13(a3,f18(a3,f6(a3),f6(a3)),f18(a3,f7(a3),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611])).
% 289.56/289.53 cnf(3853,plain,
% 289.56/289.53 (~P12(a2,f35(f35(f17(a2),f18(a2,x38531,f7(a2))),f18(a2,x38532,f7(a2))),f35(f35(f17(a2),x38531),f18(a2,x38532,f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717])).
% 289.56/289.53 cnf(3855,plain,
% 289.56/289.53 (~P12(a2,f35(f35(f17(a2),f18(a2,f7(a2),x38551)),f18(a2,x38552,f7(a2))),f35(f35(f17(a2),f18(a2,f7(a2),x38551)),x38552))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716])).
% 289.56/289.53 cnf(3861,plain,
% 289.56/289.53 (P13(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570])).
% 289.56/289.53 cnf(3877,plain,
% 289.56/289.53 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344])).
% 289.56/289.53 cnf(3881,plain,
% 289.56/289.53 (~E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f6(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057])).
% 289.56/289.53 cnf(3882,plain,
% 289.56/289.53 (~E(f18(a2,x38821,f7(a2)),x38821)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3884,plain,
% 289.56/289.53 (~E(f35(f35(f17(a1),f7(a1)),f7(a1)),f35(f35(f17(a1),f6(a1)),f7(a1)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056])).
% 289.56/289.53 cnf(3887,plain,
% 289.56/289.53 (~E(f18(a2,x38871,f7(a2)),x38871)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3892,plain,
% 289.56/289.53 (~E(f18(a2,x38921,f7(a2)),x38921)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3894,plain,
% 289.56/289.53 (P12(a2,f35(f35(f17(a2),f30(f12(a1,f6(a1)))),f30(f12(a1,f6(a1)))),f30(f35(f35(f17(a1),f12(a1,f6(a1))),f12(a1,f6(a1)))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779])).
% 289.56/289.53 cnf(3900,plain,
% 289.56/289.53 (P13(a2,f16(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f16(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609])).
% 289.56/289.53 cnf(3904,plain,
% 289.56/289.53 (E(f12(a3,f7(a3)),f7(a3))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978])).
% 289.56/289.53 cnf(3919,plain,
% 289.56/289.53 (~E(f18(a2,x39191,f7(a2)),x39191)),
% 289.56/289.53 inference(rename_variables,[],[701])).
% 289.56/289.53 cnf(3921,plain,
% 289.56/289.53 (~P13(a1,f6(a1),f33(a1,f31(f7(a1))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028])).
% 289.56/289.53 cnf(3927,plain,
% 289.56/289.53 (~P12(a1,f18(a1,a113,x39271),f18(a1,f33(a5,a120),x39271))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686])).
% 289.56/289.53 cnf(3929,plain,
% 289.56/289.53 (~P12(a1,f18(a1,x39291,a113),f18(a1,x39291,f33(a5,a120)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684])).
% 289.56/289.53 cnf(3935,plain,
% 289.56/289.53 (P13(a2,f18(a2,x39351,f18(a2,f6(a2),f7(a2))),f18(a2,x39351,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480])).
% 289.56/289.53 cnf(3937,plain,
% 289.56/289.53 (P12(f112(a1),f18(f112(a1),f20(f6(a1)),x39371),f18(f112(a1),f6(a2),x39371))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479])).
% 289.56/289.53 cnf(3939,plain,
% 289.56/289.53 (P12(f112(a1),f18(f112(a1),x39391,f20(f6(a1))),f18(f112(a1),x39391,f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477])).
% 289.56/289.53 cnf(3947,plain,
% 289.56/289.53 (P12(a2,f35(f35(f17(a2),f18(a2,x39471,f7(a2))),f16(a2,f18(a2,x39472,f14(a2,x39473,f18(a2,x39471,f7(a2)))),x39472)),x39473)),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378])).
% 289.56/289.53 cnf(3953,plain,
% 289.56/289.53 (P13(a3,f6(a3),f35(f35(f21(a3),f7(a3)),x39531))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,363,364,365,366,367,369,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,511,514,518,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301])).
% 289.56/289.53 cnf(3989,plain,
% 289.56/289.53 (P17(a2,f35(f17(a2),f6(a2)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470])).
% 289.56/289.53 cnf(3993,plain,
% 289.56/289.53 (P13(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f6(a3))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310])).
% 289.56/289.53 cnf(4015,plain,
% 289.56/289.53 (P13(a3,f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),x40151),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),x40151)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804])).
% 289.56/289.53 cnf(4019,plain,
% 289.56/289.53 (~P12(a1,f18(a1,f35(f35(f17(a1),x40191),x40191),f35(f35(f17(a1),f7(a1)),f7(a1))),f6(a1))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942])).
% 289.56/289.53 cnf(4021,plain,
% 289.56/289.53 (P13(a1,f6(a1),f18(a1,f35(f35(f17(a1),f7(a1)),f7(a1)),f35(f35(f17(a1),x40211),x40211)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820])).
% 289.56/289.53 cnf(4045,plain,
% 289.56/289.53 (P12(a3,f18(a3,f35(f35(f17(a3),x40451),x40452),f7(a3)),f18(a3,f35(f35(f17(a3),x40453),x40452),f18(a3,f35(f35(f17(a3),f16(a3,x40451,x40453)),x40452),f7(a3))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046])).
% 289.56/289.53 cnf(4047,plain,
% 289.56/289.53 (P12(a3,f18(a3,f35(f35(f17(a3),x40471),x40472),f18(a3,f35(f35(f17(a3),f16(a3,x40473,x40471)),x40472),f7(a3))),f18(a3,f35(f35(f17(a3),x40473),x40472),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044])).
% 289.56/289.53 cnf(4049,plain,
% 289.56/289.53 (P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x40491,x40492),f16(a3,x40491,x40492))),x40493),f7(a3)),f7(a3))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038])).
% 289.56/289.53 cnf(4053,plain,
% 289.56/289.53 (E(f18(a3,f35(f35(f17(a3),x40531),x40532),x40533),f18(a3,f35(f35(f17(a3),x40534),x40532),f18(a3,x40533,f35(f35(f17(a3),f16(a3,x40531,x40534)),x40532))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990])).
% 289.56/289.53 cnf(4055,plain,
% 289.56/289.53 (E(f18(a5,f35(f35(f17(a5),x40551),x40552),x40553),f18(a5,f35(f35(f17(a5),x40554),x40552),f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x40551,x40554)),x40552),x40553),f6(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989])).
% 289.56/289.53 cnf(4057,plain,
% 289.56/289.53 (P12(a3,f35(f35(f21(a3),f12(a3,f13(a3,x40571,x40571))),f18(a2,f6(a2),f7(a2))),f6(a3))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152])).
% 289.56/289.53 cnf(4061,plain,
% 289.56/289.53 (P13(a3,f6(a3),f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985])).
% 289.56/289.53 cnf(4074,plain,
% 289.56/289.53 (P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f13(a3,x40741,f7(a3))),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960])).
% 289.56/289.53 cnf(4082,plain,
% 289.56/289.53 (P14(a3,f18(f112(a3),f23(a3,f7(a3),f20(f32(a2,f6(f112(a3))))),f23(a3,f7(a3),f20(f32(a2,f6(f112(a3)))))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137])).
% 289.56/289.53 cnf(4098,plain,
% 289.56/289.53 (~P13(a1,f12(a1,f16(a1,f18(a1,f32(a2,f30(f36(x40981,x40982))),f7(a1)),f6(a1))),f43(f32(a2,f30(f18(a1,f18(a1,f32(a2,f30(f36(x40981,x40982))),f7(a1)),f7(a1)))),f18(a1,f32(a2,f30(f36(x40981,x40982))),f7(a1)),f36(x40981,x40982)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930])).
% 289.56/289.53 cnf(4100,plain,
% 289.56/289.53 (~P13(a1,f12(a1,f16(a1,f33(a5,a120),f18(a1,a113,f7(a1)))),f43(f18(a1,f33(a5,a120),f7(a1)),f33(a5,a120),f6(a1)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,596,597,2079,598,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929])).
% 289.56/289.53 cnf(4102,plain,
% 289.56/289.53 (~P12(a2,f16(a2,f18(a2,f13(a2,f6(a2),f6(a2)),f7(a2)),f13(a2,f6(a2),f6(a2))),f16(a2,f6(a2),f13(a2,f6(a2),f6(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851])).
% 289.56/289.53 cnf(4104,plain,
% 289.56/289.53 (~P12(a1,f33(a1,f7(a1)),f35(f35(f17(a1),f32(a2,f30(f6(a1)))),f33(a1,x41041)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658])).
% 289.56/289.53 cnf(4106,plain,
% 289.56/289.53 (~P12(a3,f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),f18(a2,x41061,f7(a2))),f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),x41061))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790])).
% 289.56/289.53 cnf(4116,plain,
% 289.56/289.53 (~P13(a1,f35(f35(f17(a1),f32(a2,f6(a2))),x41161),f35(f35(f17(a1),f6(a1)),x41161))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736])).
% 289.56/289.53 cnf(4128,plain,
% 289.56/289.53 (~P12(a2,f35(f35(f21(a2),f18(a2,f16(a2,f6(a2),x41281),f7(a2))),f18(a2,x41282,f7(a2))),f35(f35(f21(a2),f16(a2,f6(a2),x41281)),f18(a2,x41282,f7(a2))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993])).
% 289.56/289.53 cnf(4134,plain,
% 289.56/289.53 (~P13(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803])).
% 289.56/289.53 cnf(4136,plain,
% 289.56/289.53 (~P13(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f21(a3),f12(a3,f13(a3,x41361,x41361))),f18(a2,f6(a2),f7(a2)))),f35(f35(f17(a3),f6(a3)),f35(f35(f21(a3),f12(a3,f13(a3,x41361,x41361))),f18(a2,f6(a2),f7(a2)))))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802])).
% 289.56/289.53 cnf(4138,plain,
% 289.56/289.53 (~P13(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f7(a3)),f6(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800])).
% 289.56/289.53 cnf(4144,plain,
% 289.56/289.53 (~P12(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797])).
% 289.56/289.53 cnf(4146,plain,
% 289.56/289.53 (~P12(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f7(a3)),f6(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796])).
% 289.56/289.53 cnf(4148,plain,
% 289.56/289.53 (~P12(a1,f35(f35(f17(a1),f18(a1,f7(a1),f12(a1,a113))),a113),f35(f35(f17(a1),f18(a1,f7(a1),f12(a1,a113))),f33(a5,a120)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795])).
% 289.56/289.53 cnf(4150,plain,
% 289.56/289.53 (~P13(a3,f35(f35(f17(a3),f16(a3,x41501,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x41501,f6(a3))),f7(a3))),f7(a3)))),f6(a3)),f35(f35(f17(a3),f16(a3,x41501,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x41501,f6(a3))),f7(a3))),f7(a3)))),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794])).
% 289.56/289.53 cnf(4152,plain,
% 289.56/289.53 (~P12(a3,f35(f35(f17(a3),f16(a3,x41521,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x41521,f6(a3))),f7(a3))),f7(a3)))),f6(a3)),f35(f35(f17(a3),f16(a3,x41521,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x41521,f6(a3))),f7(a3))),f7(a3)))),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793])).
% 289.56/289.53 cnf(4172,plain,
% 289.56/289.53 (P12(a3,f35(f35(f17(a3),f6(a3)),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,495,496,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650])).
% 289.56/289.53 cnf(4186,plain,
% 289.56/289.53 (~P13(a1,f6(a1),f35(f35(f17(a1),f6(a1)),f36(x41861,x41862)))),
% 289.56/289.53 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587])).
% 289.56/289.53 cnf(4192,plain,
% 289.56/289.53 (~P12(a3,f6(a3),f35(f35(f17(a3),f7(a3)),f14(a3,f7(a3),f16(a3,x41921,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x41921,f6(a3))),f7(a3))),f7(a3))))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532])).
% 289.56/289.54 cnf(4196,plain,
% 289.56/289.54 (~P12(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530])).
% 289.56/289.54 cnf(4210,plain,
% 289.56/289.54 (P13(a3,f35(f35(f17(a3),f7(a3)),f16(a3,x42101,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x42101,f6(a3))),f7(a3))),f7(a3)))),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501])).
% 289.56/289.54 cnf(4216,plain,
% 289.56/289.54 (P12(a3,f35(f35(f17(a3),f16(a3,f18(a3,f6(a3),f7(a3)),f7(a3))),f7(a3)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495])).
% 289.56/289.54 cnf(4218,plain,
% 289.56/289.54 (P12(a3,f35(f35(f17(a3),f7(a3)),f16(a3,f18(a3,f6(a3),f7(a3)),f7(a3))),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494])).
% 289.56/289.54 cnf(4220,plain,
% 289.56/289.54 (P13(a3,f7(a3),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492])).
% 289.56/289.54 cnf(4222,plain,
% 289.56/289.54 (P13(a3,f6(a3),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491])).
% 289.56/289.54 cnf(4226,plain,
% 289.56/289.54 (P12(a3,f6(a3),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489])).
% 289.56/289.54 cnf(4228,plain,
% 289.56/289.54 (P12(a3,f6(a3),f35(f35(f17(a3),f16(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488])).
% 289.56/289.54 cnf(4234,plain,
% 289.56/289.54 (P12(a3,f6(a3),f35(f35(f17(a3),f13(a3,f6(a3),f7(a3))),f13(a3,f6(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,463,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485])).
% 289.56/289.54 cnf(4238,plain,
% 289.56/289.54 (~E(f35(f35(f17(a3),f7(a3)),f7(a3)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951])).
% 289.56/289.54 cnf(4242,plain,
% 289.56/289.54 (~P13(a1,f35(f35(f17(a1),f32(a2,f6(a2))),x42421),f35(f35(f17(a1),f32(a2,f6(a2))),x42422))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760])).
% 289.56/289.54 cnf(4244,plain,
% 289.56/289.54 (~P13(a1,f35(f35(f17(a1),x42441),f32(a2,f6(a2))),f35(f35(f17(a1),x42442),f32(a2,f6(a2))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759])).
% 289.56/289.54 cnf(4252,plain,
% 289.56/289.54 (~P13(a1,f18(a1,x42521,f18(a1,f32(a2,f30(f12(a1,f16(a1,f16(a1,x42522,f6(a1)),x42521)))),f7(a1))),f18(a1,x42522,f6(a1)))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924])).
% 289.56/289.54 cnf(4254,plain,
% 289.56/289.54 (P12(a1,f18(a1,f35(f35(f17(a1),f31(f7(a1))),f31(f7(a1))),f35(f35(f17(a1),f31(f7(a1))),f31(f7(a1)))),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822])).
% 289.56/289.54 cnf(4256,plain,
% 289.56/289.54 (E(f18(a1,f35(f35(f17(a1),f32(a2,f6(a2))),f32(a2,f6(a2))),f35(f35(f17(a1),f32(a2,f6(a2))),f32(a2,f6(a2)))),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331])).
% 289.56/289.54 cnf(4279,plain,
% 289.56/289.54 (P12(a1,f6(a1),f32(a2,x42791))),
% 289.56/289.54 inference(rename_variables,[],[583])).
% 289.56/289.54 cnf(4281,plain,
% 289.56/289.54 (~E(f18(a1,f32(a2,x42811),f7(a1)),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,500,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,4279,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,570,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,668,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331,1878,1628,1627,1626,1625,1873,1872,1871,2002,1660,1341,1340])).
% 289.56/289.54 cnf(4285,plain,
% 289.56/289.54 (~E(x42851,f18(a3,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x42852),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x42852),f14(a3,x42851,f7(a3))),f7(a2)))),f13(a3,f6(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,460,461,462,463,464,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,500,501,505,508,509,511,514,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,4279,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,570,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,668,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331,1878,1628,1627,1626,1625,1873,1872,1871,2002,1660,1341,1340,992,1780])).
% 289.56/289.54 cnf(4289,plain,
% 289.56/289.54 (~E(f35(f35(f21(a3),f7(a3)),x42891),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,406,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,459,460,461,462,463,464,466,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,500,501,505,508,509,511,514,517,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,4279,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,569,570,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,668,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331,1878,1628,1627,1626,1625,1873,1872,1871,2002,1660,1341,1340,992,1780,1781,991])).
% 289.56/289.54 cnf(4293,plain,
% 289.56/289.54 (P13(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,406,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,459,460,461,462,463,464,466,467,468,470,474,478,479,482,486,488,490,491,492,493,495,496,498,499,500,501,505,508,509,511,514,517,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,4279,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,569,570,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,668,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331,1878,1628,1627,1626,1625,1873,1872,1871,2002,1660,1341,1340,992,1780,1781,991,1850,1849])).
% 289.56/289.54 cnf(4299,plain,
% 289.56/289.54 (P12(a2,f35(f35(f17(a2),f16(a2,f6(a2),x42991)),f16(a2,f6(a2),x42991)),f35(f35(f17(a2),f6(a2)),f6(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,406,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,459,460,461,462,463,464,466,467,468,470,474,478,479,482,486,488,490,491,492,493,494,495,496,498,499,500,501,505,508,509,511,514,517,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,4279,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,569,570,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,668,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331,1878,1628,1627,1626,1625,1873,1872,1871,2002,1660,1341,1340,992,1780,1781,991,1850,1849,1848,1847,1846])).
% 289.56/289.54 cnf(4306,plain,
% 289.56/289.54 (~P12(a3,f7(a3),f35(f35(f21(a3),f12(a3,f13(a3,x43061,x43061))),f18(a2,f6(a2),f7(a2))))),
% 289.56/289.54 inference(scs_inference,[],[709,556,2188,2224,2290,2293,2296,2428,2483,2697,2702,2710,2715,2723,2807,2810,3212,3249,3252,3265,3268,3309,557,2178,2297,2410,2479,2496,3292,3448,558,2093,2099,2147,2222,696,2211,2214,2287,2339,2403,2486,2776,2779,2795,3229,3232,3255,3258,340,341,342,343,344,348,349,350,351,352,353,355,356,357,359,360,361,362,363,364,365,366,367,368,369,370,373,374,376,377,381,382,385,389,393,394,397,398,400,401,403,405,406,407,408,409,410,411,413,414,416,417,419,420,421,422,423,426,427,428,432,434,435,436,437,438,439,440,442,444,445,447,449,450,453,456,458,459,460,461,462,463,464,465,466,467,468,470,474,478,479,482,486,488,490,491,492,493,494,495,496,498,499,500,501,505,508,509,511,514,516,517,518,519,521,525,528,529,530,532,533,535,566,2240,2247,2351,2411,2466,2478,2493,2518,699,2254,2336,2393,2469,2472,689,578,579,691,692,539,540,541,543,702,545,616,592,594,2088,2096,2110,2113,595,596,2239,597,2079,2455,598,2465,711,2082,2121,2124,2136,712,2116,2133,589,2085,2104,2422,2425,2514,2816,3783,3786,590,584,564,583,4279,710,549,2139,2205,2208,2220,2268,2323,2511,550,585,2172,2185,2191,603,2144,2150,2273,2277,2286,2305,2313,2340,2392,2487,2691,2694,2705,2720,2790,3240,3273,3276,3493,3710,3759,3768,3771,713,2127,2130,2217,2345,3286,3289,599,2197,2477,600,2384,567,568,569,570,571,701,2155,2229,2314,2350,2370,2442,2515,2728,2753,2756,2771,2813,3219,3226,3235,3283,3733,3736,3739,3746,3780,3795,3816,3820,3882,3887,3892,3919,646,2107,2265,2274,647,715,2227,2331,2379,2437,2482,2490,2499,2503,620,604,593,601,2310,708,2194,2202,2283,3598,3817,3821,617,2175,2326,2396,2452,2458,2500,2504,2804,613,2449,560,621,2280,714,618,668,607,636,684,2,1004,954,916,900,899,894,807,911,915,1081,1031,1448,1447,1369,1367,1363,1362,1360,1350,1349,1348,1256,1226,1225,1223,1221,1219,1165,1074,1015,1251,1249,1248,1247,1032,904,815,1277,1183,26,1681,1673,1672,1578,1577,1468,1460,1157,1156,1104,1103,1084,1025,1242,1234,1000,999,1558,1556,1555,331,260,259,257,256,3,1114,1113,1112,1088,1087,1036,1034,1023,1020,976,959,931,930,831,829,1451,1434,1431,1430,1429,943,839,1503,1140,1304,1287,1185,1608,1355,1120,944,1446,1610,941,800,799,1690,1688,1483,1400,1292,1761,1695,1694,1179,1178,1155,1154,1064,1037,986,946,940,797,796,795,1421,1419,1418,1417,1099,950,860,1854,1853,2043,2042,2041,2040,2035,2034,2033,2032,1992,1991,1976,1975,2051,2047,2045,2039,2037,1974,1973,1202,1201,1200,1199,1198,1197,1196,1195,1128,1050,1044,987,1432,1467,1466,1465,1464,1463,1637,1636,1635,1634,1235,1721,1314,1010,1009,956,955,824,810,817,1306,1361,1265,1263,1260,1259,1254,1166,1075,1002,901,827,826,812,793,792,791,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,2054,2053,1678,1674,1575,1574,1515,1284,1273,1098,1097,1096,1067,1063,1058,997,996,961,948,914,913,910,909,908,907,906,889,888,885,884,854,853,823,805,804,802,778,777,1330,1329,1282,1269,1241,1231,1205,1203,1124,1076,1068,1066,1061,1060,1059,1182,1149,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,2019,1987,1933,1679,1638,1585,1584,1462,1461,1459,1458,1457,1456,1455,1454,1453,1382,1380,1376,1375,1359,1358,1296,1244,1243,1130,1129,1123,1089,1085,1080,1079,1039,1038,1027,1018,1017,1012,969,967,966,962,917,893,892,891,873,872,871,870,859,848,847,845,844,843,842,841,838,837,836,835,834,833,832,814,801,798,790,780,779,776,1981,1977,1864,1855,1744,1675,1621,1590,1589,1559,1538,1518,1517,1516,1357,1352,1351,1334,1333,1332,1328,1298,1297,1230,1194,1193,936,934,813,1809,1808,1737,1207,1041,1691,1600,1599,1572,1571,1504,1394,1393,1342,1313,1233,1232,1177,1176,1175,1174,1158,1094,1078,1077,1073,1072,1013,1001,965,939,912,903,902,880,879,878,876,866,865,864,863,858,857,855,822,821,785,784,783,782,781,2059,2024,2023,1941,1910,1899,1898,1893,1892,1818,1784,1758,1757,1756,1755,1754,1732,1731,1730,1711,1710,1709,1708,1692,1606,1605,1581,1557,1552,1551,1549,1548,1520,1413,1412,1411,1409,1377,1345,1275,1274,1266,1186,1148,1141,1052,923,922,881,1971,2007,2006,2005,1914,1886,1858,1838,1837,1806,1776,1775,1774,1772,1753,1752,1751,1750,1725,1724,1723,1722,1701,1700,1665,1664,1597,1596,1594,1592,1519,1425,1424,1337,1295,1281,1280,1279,1070,1069,2027,2015,1970,1955,1917,1916,1915,1901,1786,1785,1778,1777,1682,995,1998,1967,1907,1445,2029,1982,1810,2031,2048,2049,339,338,337,336,335,334,333,332,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,285,284,281,277,276,275,274,273,272,271,270,269,266,265,264,263,262,261,258,255,254,1173,1172,1171,1109,1105,1086,971,960,1887,1416,862,1374,1373,1598,1543,1444,1442,1441,1440,1133,1082,887,886,819,1542,1527,1439,1438,1437,1436,1435,1397,1396,1395,1336,1290,1289,1288,1215,1214,1192,1160,1159,1062,1286,1191,1134,852,2018,1877,1876,1835,1540,1426,1343,1338,1217,1216,1162,1161,1611,1607,1553,1122,1121,1118,1117,945,851,850,1923,1922,1718,1717,1716,1714,1713,1570,1569,1568,1564,1563,1452,1415,1414,1344,1206,1057,1056,1055,1053,2030,1779,1433,1267,1609,1026,978,977,933,861,794,786,1934,1622,1028,919,1894,1686,1684,1482,1481,1480,1479,1477,1401,1291,1145,1378,1980,1693,1301,1300,1299,1143,1142,989,968,942,924,868,867,849,811,806,789,788,787,1677,1470,1311,1310,1309,1308,1307,1091,1090,875,1821,1788,1739,1676,1804,1943,1942,1820,1819,1602,1601,1404,1402,1391,1327,1764,1763,1450,1449,2046,2044,2038,2036,1990,1989,1152,1042,985,1921,1040,1667,1406,1405,1960,1919,1734,1733,1137,1136,820,1147,1979,890,1932,1931,1930,1929,1851,1658,1790,1632,1630,1312,1305,1736,1735,1388,1386,1926,1807,1993,1801,1651,1803,1802,1800,1799,1798,1797,1796,1795,1794,1793,1743,1742,1741,1740,1657,1656,1655,1654,1653,1650,1649,1648,1646,1645,1641,1639,1587,1586,1534,1532,1531,1530,1512,1511,1510,1509,1508,1502,1501,1499,1497,1495,1494,1492,1491,1490,1489,1488,1487,1486,1485,953,951,937,1760,1759,1863,1844,1945,1924,1822,1331,1878,1628,1627,1626,1625,1873,1872,1871,2002,1660,1341,1340,992,1780,1781,991,1850,1849,1848,1847,1846,1845,932,1030])).
% 289.56/289.54 cnf(4332,plain,
% 289.56/289.54 (~P12(a1,f73(x43321,x43322),f33(a5,x43323))+P12(a1,x43322,f33(a5,f35(f27(a5,f23(a5,x43321,a115)),x43323)))),
% 289.56/289.54 inference(scs_inference,[],[694,1985])).
% 289.56/289.54 cnf(4334,plain,
% 289.56/289.54 (~P12(a1,f12(a1,f18(a1,x43341,f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x43341)),
% 289.56/289.54 inference(rename_variables,[],[2502])).
% 289.56/289.54 cnf(4336,plain,
% 289.56/289.54 (P11(f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x43361),f6(a2)),f18(a2,f35(f35(f17(a2),f6(a2)),x43361),f6(a2)))),x43362),a3))),
% 289.56/289.54 inference(scs_inference,[],[3716,2502,4332,3662])).
% 289.56/289.54 cnf(4337,plain,
% 289.56/289.54 (E(x43371,f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x43372),f6(a2)),f18(a2,f35(f35(f17(a2),f6(a2)),x43372),f6(a2)))),x43373),x43371))),
% 289.56/289.54 inference(rename_variables,[],[3716])).
% 289.56/289.54 cnf(4339,plain,
% 289.56/289.54 (E(x43391,f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x43392),f6(a2)),f18(a2,f35(f35(f17(a2),f6(a2)),x43392),f6(a2)))),x43393),x43391))),
% 289.56/289.54 inference(rename_variables,[],[3716])).
% 289.56/289.54 cnf(4340,plain,
% 289.56/289.54 (~P13(a3,f6(a3),f14(a3,f6(a3),f6(a3)))),
% 289.56/289.54 inference(scs_inference,[],[558,529,3716,4337,2234,2502,4332,3662,286,1546])).
% 289.56/289.54 cnf(4341,plain,
% 289.56/289.54 (P12(a3,x43411,x43411)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4342,plain,
% 289.56/289.54 (~P13(a3,x43421,x43421)),
% 289.56/289.54 inference(rename_variables,[],[2234])).
% 289.56/289.54 cnf(4346,plain,
% 289.56/289.54 (~P13(a1,f6(a1),f31(f7(a1)))),
% 289.56/289.54 inference(scs_inference,[],[558,529,2446,3159,3716,4337,2066,2234,2502,4192,4332,3662,286,1546,1545,1240])).
% 289.56/289.54 cnf(4347,plain,
% 289.56/289.54 (~P13(a1,x43471,x43471)),
% 289.56/289.54 inference(rename_variables,[],[2066])).
% 289.56/289.54 cnf(4350,plain,
% 289.56/289.54 (P12(a3,x43501,x43501)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4352,plain,
% 289.56/289.54 (E(f35(f35(f21(a1),f65(f18(a1,f32(a2,f30(f6(a1))),f7(a1)),f18(a2,f18(a2,x43521,f6(a2)),f7(a2)))),f18(a2,f18(a2,x43521,f6(a2)),f7(a2))),f18(a1,f32(a2,f30(f6(a1))),f7(a1)))),
% 289.56/289.54 inference(scs_inference,[],[558,4341,646,617,529,2446,3159,3716,4337,2066,2234,2502,4196,4192,4332,3662,286,1546,1545,1240,1541,1320])).
% 289.56/289.54 cnf(4353,plain,
% 289.56/289.54 (P13(a2,x43531,f18(a2,f18(a2,x43532,x43531),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4354,plain,
% 289.56/289.54 (P13(a1,x43541,f18(a1,f32(a2,f30(x43541)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4357,plain,
% 289.56/289.54 (P13(a2,x43571,f18(a2,f18(a2,x43572,x43571),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4358,plain,
% 289.56/289.54 (P13(a1,x43581,f18(a1,f32(a2,f30(x43581)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4360,plain,
% 289.56/289.54 (~P12(f117(x43601,a2),f35(f17(a2),f18(a2,x43602,f7(a2))),f35(f17(a2),x43602))),
% 289.56/289.54 inference(scs_inference,[],[345,558,4341,646,4353,617,4354,529,2446,3159,3716,4337,2066,2234,3853,2502,4196,4192,4332,3662,286,1546,1545,1240,1541,1320,1319,1229])).
% 289.56/289.54 cnf(4363,plain,
% 289.56/289.54 (P13(a2,x43631,f18(a2,f18(a2,x43632,x43631),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4368,plain,
% 289.56/289.54 (P13(a1,x43681,f18(a1,f32(a2,f30(x43681)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4371,plain,
% 289.56/289.54 (P13(a1,x43711,f18(a1,f32(a2,f30(x43711)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4374,plain,
% 289.56/289.54 (P13(a2,x43741,f18(a2,f18(a2,x43742,x43741),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4375,plain,
% 289.56/289.54 (P12(a1,x43751,x43751)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4383,plain,
% 289.56/289.54 (P12(a1,x43831,x43831)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4386,plain,
% 289.56/289.54 (~P13(a1,f32(a2,x43861),f6(a1))),
% 289.56/289.54 inference(rename_variables,[],[710])).
% 289.56/289.54 cnf(4388,plain,
% 289.56/289.54 (~P16(a2,f35(f17(a2),f18(a2,x43881,f7(a2))))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,558,4341,566,699,646,4353,4357,4363,617,4354,4358,4368,344,352,710,529,578,407,2446,3159,2427,3716,4337,3993,2066,2234,3067,3853,3121,2502,4196,2794,4192,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169])).
% 289.56/289.54 cnf(4390,plain,
% 289.56/289.54 (~E(f14(a3,f7(a3),f7(a3)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,558,4341,566,699,646,4353,4357,4363,617,4354,4358,4368,344,352,710,529,692,578,407,2446,2236,3159,2427,3716,4337,3993,2066,2234,4342,3067,3853,3121,2502,4196,2794,4192,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150])).
% 289.56/289.54 cnf(4391,plain,
% 289.56/289.54 (~P13(a3,x43911,x43911)),
% 289.56/289.54 inference(rename_variables,[],[2234])).
% 289.56/289.54 cnf(4394,plain,
% 289.56/289.54 (P13(a2,x43941,f18(a2,f18(a2,x43942,x43941),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4395,plain,
% 289.56/289.54 (P13(a2,x43951,f18(a2,x43951,f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[603])).
% 289.56/289.54 cnf(4398,plain,
% 289.56/289.54 (P13(a2,x43981,f18(a2,f18(a2,x43982,x43981),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4401,plain,
% 289.56/289.54 (P12(a2,f6(a2),x44011)),
% 289.56/289.54 inference(rename_variables,[],[566])).
% 289.56/289.54 cnf(4402,plain,
% 289.56/289.54 (P13(a2,x44021,f18(a2,f18(a2,x44022,x44021),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4404,plain,
% 289.56/289.54 (E(f35(x44041,f71(f35(x44041,f6(a2)),x44041,f6(a2))),f35(x44041,f6(a2)))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,558,4341,4350,566,699,646,4353,4357,4363,4374,4394,4398,617,4354,4358,4368,603,344,362,352,710,529,692,578,407,2446,2236,3159,2427,3716,4337,3993,2066,2234,4342,3067,3853,3121,2502,4196,2794,4192,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766])).
% 289.56/289.54 cnf(4406,plain,
% 289.56/289.54 (~P13(a2,x44061,f6(a2))),
% 289.56/289.54 inference(rename_variables,[],[699])).
% 289.56/289.54 cnf(4407,plain,
% 289.56/289.54 (P12(a3,x44071,x44071)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4409,plain,
% 289.56/289.54 (E(f35(x44091,f69(f35(x44091,f6(a2)),x44091,f6(a2))),f35(x44091,f6(a2)))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,558,4341,4350,4407,566,699,4406,646,4353,4357,4363,4374,4394,4398,617,4354,4358,4368,603,344,362,352,710,529,692,578,407,2446,2236,3159,2427,3716,4337,3993,2066,2234,4342,3067,3853,3121,2502,4196,2794,4192,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765])).
% 289.56/289.54 cnf(4410,plain,
% 289.56/289.54 (P12(a3,x44101,x44101)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4411,plain,
% 289.56/289.54 (~P13(a2,x44111,f6(a2))),
% 289.56/289.54 inference(rename_variables,[],[699])).
% 289.56/289.54 cnf(4412,plain,
% 289.56/289.54 (P12(a3,x44121,x44121)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4415,plain,
% 289.56/289.54 (P12(a2,x44151,f18(a2,x44152,x44151))),
% 289.56/289.54 inference(rename_variables,[],[594])).
% 289.56/289.54 cnf(4416,plain,
% 289.56/289.54 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),x44161),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[3775])).
% 289.56/289.54 cnf(4417,plain,
% 289.56/289.54 (P12(a2,f6(a2),x44171)),
% 289.56/289.54 inference(rename_variables,[],[566])).
% 289.56/289.54 cnf(4420,plain,
% 289.56/289.54 (P12(a2,f6(a2),x44201)),
% 289.56/289.54 inference(rename_variables,[],[566])).
% 289.56/289.54 cnf(4421,plain,
% 289.56/289.54 (P12(a2,x44211,x44211)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4424,plain,
% 289.56/289.54 (P12(a1,x44241,x44241)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4425,plain,
% 289.56/289.54 (P12(a1,x44251,f32(a2,f20(x44251)))),
% 289.56/289.54 inference(rename_variables,[],[585])).
% 289.56/289.54 cnf(4432,plain,
% 289.56/289.54 (P12(a1,x44321,x44321)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4433,plain,
% 289.56/289.54 (P13(a1,x44331,f18(a1,f32(a2,f30(x44331)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4434,plain,
% 289.56/289.54 (P13(a2,x44341,f18(a2,f18(a2,x44342,x44341),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4436,plain,
% 289.56/289.54 (P12(a3,f7(a3),f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,585,646,4353,4357,4363,4374,4394,4398,4402,617,4354,4358,4368,4371,603,344,362,397,352,361,710,618,529,692,578,407,579,2446,2236,3159,2427,3775,3716,4337,4061,3993,2066,2234,4342,3067,3853,3121,2502,4196,2794,4192,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029])).
% 289.56/289.54 cnf(4442,plain,
% 289.56/289.54 (P13(a2,f16(a2,x44421,x44422),f18(a2,x44421,f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[620])).
% 289.56/289.54 cnf(4454,plain,
% 289.56/289.54 (P12(a2,x44541,f18(a2,x44542,x44541))),
% 289.56/289.54 inference(rename_variables,[],[594])).
% 289.56/289.54 cnf(4455,plain,
% 289.56/289.54 (P13(a2,x44551,f18(a2,f18(a2,x44552,x44551),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4457,plain,
% 289.56/289.54 (~P12(a3,f7(a3),f16(a3,f6(a3),f7(a3)))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,646,4353,4357,4363,4374,4394,4398,4402,4434,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,2446,2236,2232,3159,2427,3775,3716,4337,4061,3993,2066,2234,4342,3285,3067,3853,3121,2534,2502,3093,4196,2794,4192,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363])).
% 289.56/289.54 cnf(4459,plain,
% 289.56/289.54 (~E(f18(a3,x44591,f7(a3)),x44591)),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,646,4353,4357,4363,4374,4394,4398,4402,4434,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,2446,2236,2232,3159,2427,3775,3716,4337,4061,3993,2066,2234,4342,4391,3285,3067,3853,3121,2534,2502,3093,4196,2794,4192,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075])).
% 289.56/289.54 cnf(4460,plain,
% 289.56/289.54 (~P13(a3,x44601,x44601)),
% 289.56/289.54 inference(rename_variables,[],[2234])).
% 289.56/289.54 cnf(4462,plain,
% 289.56/289.54 (~P12(a2,f20(f12(a1,f18(a1,f7(a1),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f7(a2))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,646,4353,4357,4363,4374,4394,4398,4402,4434,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,2446,2236,2232,3159,2427,3775,3716,4337,4061,3993,2066,2234,4342,4391,3285,3067,3853,3121,2534,2502,4334,3093,4196,2794,4192,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067])).
% 289.56/289.54 cnf(4463,plain,
% 289.56/289.54 (~P12(a1,f12(a1,f18(a1,x44631,f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x44631)),
% 289.56/289.54 inference(rename_variables,[],[2502])).
% 289.56/289.54 cnf(4465,plain,
% 289.56/289.54 (~E(f18(a2,f7(a2),x44651),f6(a2))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,646,4353,4357,4363,4374,4394,4398,4402,4434,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2066,2234,4342,4391,3285,3067,3853,3121,2534,2502,4334,3093,4196,2794,4192,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815])).
% 289.56/289.54 cnf(4471,plain,
% 289.56/289.54 (E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f92(f18(a2,f6(a2),f7(a2)),x44711)),x44711)),
% 289.56/289.54 inference(rename_variables,[],[3571])).
% 289.56/289.54 cnf(4475,plain,
% 289.56/289.54 (~P12(a2,f18(a2,f30(f18(a1,f12(a1,f32(a2,x44751)),f7(a1))),f7(a2)),x44751)),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,713,646,4353,4357,4363,4374,4394,4398,4402,4434,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2066,2234,4342,4391,3285,3067,3853,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468])).
% 289.56/289.54 cnf(4476,plain,
% 289.56/289.54 (~P13(a1,f18(a1,f12(a1,x44761),f7(a1)),x44761)),
% 289.56/289.54 inference(rename_variables,[],[715])).
% 289.56/289.54 cnf(4478,plain,
% 289.56/289.54 (P13(a3,x44781,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x44781,f6(a3))),f7(a3))),f7(a3)))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,713,646,4353,4357,4363,4374,4394,4398,4402,4434,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2066,2234,4342,4391,3285,3067,3853,2686,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359])).
% 289.56/289.54 cnf(4479,plain,
% 289.56/289.54 (P13(a3,f16(a3,x44791,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x44791,x44792)),f7(a3))),f7(a3))),x44792)),
% 289.56/289.54 inference(rename_variables,[],[2686])).
% 289.56/289.54 cnf(4483,plain,
% 289.56/289.54 (P13(a2,x44831,f16(a2,f18(a2,f18(a2,x44832,f18(a2,x44831,x44833)),f7(a2)),x44833))),
% 289.56/289.54 inference(scs_inference,[],[345,674,556,4375,4383,4424,557,558,4341,4350,4407,566,4401,4417,699,4406,594,4415,585,713,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2066,2234,4342,4391,3285,3067,3853,2686,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556])).
% 289.56/289.54 cnf(4484,plain,
% 289.56/289.54 (P13(a2,x44841,f18(a2,f18(a2,x44842,x44841),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4491,plain,
% 289.56/289.54 (~P13(a4,f6(a2),f20(f6(a1)))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,674,556,4375,4383,4424,557,558,4341,4350,4407,349,566,4401,4417,699,4406,594,4415,585,713,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2752,2066,2234,4342,4391,3285,3067,3853,2686,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931])).
% 289.56/289.54 cnf(4496,plain,
% 289.56/289.54 (~E(f18(a2,x44961,f7(a2)),x44961)),
% 289.56/289.54 inference(rename_variables,[],[701])).
% 289.56/289.54 cnf(4497,plain,
% 289.56/289.54 (P12(a1,x44971,x44971)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4502,plain,
% 289.56/289.54 (P12(a3,x45021,x45021)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4505,plain,
% 289.56/289.54 (P12(a3,x45051,x45051)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4508,plain,
% 289.56/289.54 (P13(a3,x45081,f18(a3,x45082,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x45082,x45081)),f7(a3))),f7(a3))))),
% 289.56/289.54 inference(rename_variables,[],[2688])).
% 289.56/289.54 cnf(4510,plain,
% 289.56/289.54 (~P13(a1,f31(f7(a1)),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,674,556,4375,4383,4424,4432,557,558,4341,4350,4407,4412,4502,349,566,4401,4417,699,4406,594,4415,585,713,701,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,408,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236])).
% 289.56/289.54 cnf(4511,plain,
% 289.56/289.54 (~P13(a1,x45111,x45111)),
% 289.56/289.54 inference(rename_variables,[],[2066])).
% 289.56/289.54 cnf(4515,plain,
% 289.56/289.54 (P12(a3,f6(a3),f14(a3,f6(a3),f6(a3)))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,563,674,556,4375,4383,4424,4432,557,558,4341,4350,4407,4412,4502,4505,349,566,4401,4417,699,4406,594,4415,585,713,701,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,408,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437])).
% 289.56/289.54 cnf(4516,plain,
% 289.56/289.54 (P12(a3,x45161,x45161)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4518,plain,
% 289.56/289.54 (P12(a3,f6(a3),f35(f35(f17(a3),f6(a3)),f6(a3)))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,563,674,556,4375,4383,4424,4432,557,558,4341,4350,4407,4412,4502,4505,4516,349,566,4401,4417,699,4406,594,4415,585,713,701,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,715,617,4354,4358,4368,4371,603,620,344,362,397,352,361,710,408,618,529,692,578,407,579,3677,3647,3571,2446,2236,2232,3159,2427,3775,3716,4337,2262,4061,3993,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395])).
% 289.56/289.54 cnf(4519,plain,
% 289.56/289.54 (P12(a3,x45191,x45191)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4522,plain,
% 289.56/289.54 (P12(a3,x45221,x45221)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4527,plain,
% 289.56/289.54 (P13(a1,x45271,f18(a1,f32(a2,f30(x45271)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4528,plain,
% 289.56/289.54 (P12(a1,x45281,x45281)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4532,plain,
% 289.56/289.54 (P12(a2,f35(f35(f17(a2),x45321),x45322),f35(f35(f17(a2),f18(a2,x45323,x45321)),x45322))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,563,674,556,4375,4383,4424,4432,4497,557,4421,558,4341,4350,4407,4412,4502,4505,4516,4519,349,566,4401,4417,699,4406,594,4415,4454,585,713,701,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,715,617,4354,4358,4368,4371,4433,603,620,344,362,397,352,361,710,408,618,529,692,578,407,579,3677,3647,3571,2446,2236,3763,2232,4293,3159,2427,3775,3716,4337,4146,2262,4061,3993,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553])).
% 289.56/289.54 cnf(4540,plain,
% 289.56/289.54 (P13(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,x45401,f18(a2,f6(a2),f7(a2))),f7(a2))),f18(a2,f18(a2,x45401,f18(a2,f6(a2),f7(a2))),f7(a2))))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,690,563,674,556,4375,4383,4424,4432,4497,557,4421,558,4341,4350,4407,4412,4502,4505,4516,4519,349,566,4401,4417,699,4406,594,4415,4454,585,713,701,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,715,617,4354,4358,4368,4371,4433,603,620,344,362,397,352,361,710,408,618,529,692,578,407,579,3677,3647,3571,2446,2236,3763,2232,4293,3159,2427,3775,3716,4337,4146,2262,4061,3993,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923])).
% 289.56/289.54 cnf(4541,plain,
% 289.56/289.54 (P13(a2,x45411,f18(a2,f18(a2,x45412,x45411),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4544,plain,
% 289.56/289.54 (~P13(a2,x45441,f6(a2))),
% 289.56/289.54 inference(rename_variables,[],[699])).
% 289.56/289.54 cnf(4549,plain,
% 289.56/289.54 (~E(f18(a1,x45491,f7(a1)),x45491)),
% 289.56/289.54 inference(rename_variables,[],[2318])).
% 289.56/289.54 cnf(4550,plain,
% 289.56/289.54 (~E(f18(a2,x45501,f7(a2)),x45501)),
% 289.56/289.54 inference(rename_variables,[],[701])).
% 289.56/289.54 cnf(4562,plain,
% 289.56/289.54 (~E(a120,f6(a5))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,690,563,572,674,556,4375,4383,4424,4432,4497,557,4421,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,349,566,4401,4417,699,4406,4411,594,4415,4454,585,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,715,617,4354,4358,4368,4371,4433,4527,411,603,620,344,360,362,397,352,361,710,408,618,529,355,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2427,3775,3716,4337,4146,2318,2262,4061,3993,2448,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028])).
% 289.56/289.54 cnf(4565,plain,
% 289.56/289.54 (P13(a2,x45651,f18(a2,f18(a2,x45652,x45651),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4567,plain,
% 289.56/289.54 (P13(a1,f16(a1,f16(a1,x45671,f7(a1)),f32(a2,f30(x45671))),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,690,563,572,611,674,556,4375,4383,4424,4432,4497,557,4421,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,349,566,4401,4417,699,4406,4411,594,4415,4454,585,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,715,617,4354,4358,4368,4371,4433,4527,411,603,620,344,360,421,362,397,352,361,710,408,618,529,355,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2427,3775,3716,4337,4146,2318,2262,4061,3993,2448,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292])).
% 289.56/289.54 cnf(4572,plain,
% 289.56/289.54 (P13(a2,x45721,f18(a2,f18(a2,x45722,x45721),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4573,plain,
% 289.56/289.54 (E(f35(f35(f22(x45731,x45732,x45733),x45734),f6(a2)),x45732)),
% 289.56/289.54 inference(rename_variables,[],[619])).
% 289.56/289.54 cnf(4581,plain,
% 289.56/289.54 (E(f16(a2,f35(f35(f22(x45811,f18(a2,x45812,f6(a2)),x45813),x45814),f6(a2)),f6(a2)),x45812)),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,619,4573,611,674,556,4375,4383,4424,4432,4497,4528,557,4421,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,349,566,4401,4417,4420,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,715,617,4354,4358,4368,4371,4433,4527,411,603,620,344,360,421,362,397,352,361,710,408,618,529,355,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2427,3775,3716,4337,4146,2318,2262,4061,3993,2448,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179])).
% 289.56/289.54 cnf(4582,plain,
% 289.56/289.54 (E(f35(f35(f22(x45821,x45822,x45823),x45824),f6(a2)),x45822)),
% 289.56/289.54 inference(rename_variables,[],[619])).
% 289.56/289.54 cnf(4583,plain,
% 289.56/289.54 (P12(a2,f6(a2),x45831)),
% 289.56/289.54 inference(rename_variables,[],[566])).
% 289.56/289.54 cnf(4587,plain,
% 289.56/289.54 (P12(a2,x45871,x45871)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4592,plain,
% 289.56/289.54 (~P12(a1,f12(a1,f18(a1,x45921,f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x45921)),
% 289.56/289.54 inference(rename_variables,[],[2502])).
% 289.56/289.54 cnf(4598,plain,
% 289.56/289.54 (P12(a3,f6(a3),f18(a3,f6(a3),f6(a3)))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,349,566,4401,4417,4420,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,715,708,617,4354,4358,4368,4371,4433,4527,411,603,620,344,360,365,421,362,397,352,361,710,408,618,529,355,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4146,2318,2262,4061,3993,2448,2752,2066,4347,2234,4342,4391,3285,3067,3853,2686,2688,3121,2534,2502,4334,4463,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307])).
% 289.56/289.54 cnf(4602,plain,
% 289.56/289.54 (~E(x46021,f18(a3,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x46022),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x46022),f14(a3,x46021,f7(a3))),f7(a2)))),f13(a3,f6(a3),f7(a3))))),
% 289.56/289.54 inference(rename_variables,[],[4285])).
% 289.56/289.54 cnf(4609,plain,
% 289.56/289.54 (~P13(a2,x46091,x46091)),
% 289.56/289.54 inference(rename_variables,[],[696])).
% 289.56/289.54 cnf(4610,plain,
% 289.56/289.54 (P13(a2,x46101,f18(a2,f18(a2,x46102,x46101),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4613,plain,
% 289.56/289.54 (~P13(a1,x46131,x46131)),
% 289.56/289.54 inference(rename_variables,[],[2066])).
% 289.56/289.54 cnf(4616,plain,
% 289.56/289.54 (~P13(a1,f18(a1,f12(a1,x46161),f7(a1)),x46161)),
% 289.56/289.54 inference(rename_variables,[],[715])).
% 289.56/289.54 cnf(4622,plain,
% 289.56/289.54 (~P12(a3,f18(a3,f35(f35(f17(a3),f18(a3,f18(a3,f7(a3),x46221),x46221)),f18(a3,f18(a3,f7(a3),x46221),x46221)),f35(f35(f17(a3),x46222),x46222)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,349,566,4401,4417,4420,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,603,620,344,360,365,421,362,397,352,364,361,710,408,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,3121,2534,2502,4334,4463,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943])).
% 289.56/289.54 cnf(4626,plain,
% 289.56/289.54 (~E(f18(a3,f35(f35(f17(a3),f18(a3,f18(a3,f7(a3),x46261),x46261)),f18(a3,f18(a3,f7(a3),x46261),x46261)),f35(f35(f17(a3),x46262),x46262)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,349,566,4401,4417,4420,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,603,620,344,360,365,421,362,397,352,364,361,710,408,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,3121,2534,2502,4334,4463,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602])).
% 289.56/289.54 cnf(4632,plain,
% 289.56/289.54 (E(f14(a3,f35(f35(f17(a3),f14(a3,f13(a3,x46321,x46322),x46322)),x46323),f35(f35(f17(a3),f14(a3,f13(a3,x46321,x46322),x46322)),x46324)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,349,566,4401,4417,4420,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,603,620,344,360,365,421,362,397,352,364,361,710,408,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,3121,2534,2502,4334,4463,3093,4222,4196,2794,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327])).
% 289.56/289.54 cnf(4635,plain,
% 289.56/289.54 (P12(a2,x46351,x46351)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4638,plain,
% 289.56/289.54 (~P13(a2,x46381,x46381)),
% 289.56/289.54 inference(rename_variables,[],[696])).
% 289.56/289.54 cnf(4641,plain,
% 289.56/289.54 (~P13(a2,x46411,x46411)),
% 289.56/289.54 inference(rename_variables,[],[696])).
% 289.56/289.54 cnf(4647,plain,
% 289.56/289.54 (P13(a3,f18(a3,f35(f35(f17(a3),x46471),x46472),x46473),f18(a3,f35(f35(f17(a3),x46474),x46472),f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),f16(a3,x46474,x46471)),x46472),x46473)),f7(a3))),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,3121,2534,2502,4334,4463,3093,4222,4196,2794,3929,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045])).
% 289.56/289.54 cnf(4648,plain,
% 289.56/289.54 (P13(a3,x46481,f18(a3,x46482,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x46482,x46481)),f7(a3))),f7(a3))))),
% 289.56/289.54 inference(rename_variables,[],[2688])).
% 289.56/289.54 cnf(4652,plain,
% 289.56/289.54 (~P12(a1,f18(a1,f35(f35(f17(a1),x46521),x46522),a113),f18(a1,f35(f35(f17(a1),x46523),x46522),f18(a1,f35(f35(f17(a1),f16(a1,x46521,x46523)),x46522),f33(a5,a120))))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,3121,2534,2502,4334,4463,3093,4222,4196,2794,3929,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038])).
% 289.56/289.54 cnf(4654,plain,
% 289.56/289.54 (P13(a3,x46541,f18(a3,f35(f35(f17(a3),f16(a3,x46542,x46543)),x46544),f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),x46542),x46544),f18(a3,f35(f35(f17(a3),x46543),x46544),x46541))),f7(a3))),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,3093,4222,4196,2794,3929,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037])).
% 289.56/289.54 cnf(4655,plain,
% 289.56/289.54 (P13(a3,x46551,f18(a3,x46552,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x46552,x46551)),f7(a3))),f7(a3))))),
% 289.56/289.54 inference(rename_variables,[],[2688])).
% 289.56/289.54 cnf(4657,plain,
% 289.56/289.54 (~P12(a1,f18(a1,f35(f35(f17(a1),x46571),x46572),f12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x46573,x46571)),x46572),x46574),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f18(a1,f35(f35(f17(a1),x46573),x46572),x46574))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036])).
% 289.56/289.54 cnf(4661,plain,
% 289.56/289.54 (E(f18(a3,f35(f35(f17(a3),f16(a3,x46611,x46612)),x46613),f18(a3,f35(f35(f17(a3),x46612),x46613),x46614)),f18(a3,f35(f35(f17(a3),x46611),x46613),x46614))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,627,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,435,436,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2439,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974])).
% 289.56/289.54 cnf(4662,plain,
% 289.56/289.54 (E(f18(a3,x46621,f18(a3,x46622,x46623)),f18(a3,x46622,f18(a3,x46621,x46623)))),
% 289.56/289.54 inference(rename_variables,[],[627])).
% 289.56/289.54 cnf(4665,plain,
% 289.56/289.54 (E(f18(a3,x46651,f18(a3,x46652,x46653)),f18(a3,x46652,f18(a3,x46651,x46653)))),
% 289.56/289.54 inference(rename_variables,[],[627])).
% 289.56/289.54 cnf(4667,plain,
% 289.56/289.54 (~P13(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f6(a3)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,454,480,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,435,436,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2439,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921])).
% 289.56/289.54 cnf(4668,plain,
% 289.56/289.54 (P12(a3,x46681,x46681)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4676,plain,
% 289.56/289.54 (P12(a2,f35(f35(f21(a2),f7(a2)),f6(a2)),f35(f35(f21(a2),f7(a2)),x46761))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,435,436,509,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2439,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4306,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630])).
% 289.56/289.54 cnf(4677,plain,
% 289.56/289.54 (P12(a2,x46771,x46771)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4679,plain,
% 289.56/289.54 (P13(a1,f33(a5,x46791),f18(a1,f18(a1,f32(a2,f30(f6(a1))),f7(a1)),f18(a1,f33(a5,f18(a5,x46791,x46792)),f33(a5,x46792))))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,435,436,509,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,366,397,352,364,361,710,408,420,618,529,355,438,359,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2439,2752,2066,4347,4511,2234,4342,4391,3285,4256,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4306,4192,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466])).
% 289.56/289.54 cnf(4680,plain,
% 289.56/289.54 (P13(a1,x46801,f18(a1,f32(a2,f30(x46801)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4684,plain,
% 289.56/289.54 (~P13(a1,f35(f35(f17(a1),x46841),f35(f35(f17(a1),f32(a2,f6(a2))),f32(a2,f6(a2)))),f35(f35(f17(a1),x46841),f35(f35(f17(a1),f6(a1)),f32(a2,f6(a2)))))),
% 289.56/289.54 inference(scs_inference,[],[2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,696,4609,4638,349,435,436,509,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,708,617,4354,4358,4368,4371,4433,4527,714,411,419,603,620,344,360,365,421,362,366,397,352,364,361,710,408,420,618,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2439,2752,2066,4347,4511,4613,2234,4342,4391,3285,4256,4116,4244,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4306,4192,3674,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735])).
% 289.56/289.54 cnf(4698,plain,
% 289.56/289.54 (~P12(a1,f35(f35(f17(a1),f16(a1,f16(a1,x46981,f7(a1)),f32(a2,f30(x46981)))),f33(a5,a120)),f35(f35(f17(a1),f16(a1,f16(a1,x46981,f7(a1)),f32(a2,f30(x46981)))),a113))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,696,4609,4638,349,435,436,447,509,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,603,620,344,360,365,421,362,366,397,352,364,361,710,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,4061,3993,2448,2439,2752,2066,4347,4511,4613,2234,4342,4391,3285,4256,4116,4244,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4222,4196,2794,3929,4306,4192,3674,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793])).
% 289.56/289.54 cnf(4715,plain,
% 289.56/289.54 (P12(a2,x47151,x47151)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4724,plain,
% 289.56/289.54 (~E(f18(a2,x47241,f7(a2)),x47241)),
% 289.56/289.54 inference(rename_variables,[],[701])).
% 289.56/289.54 cnf(4726,plain,
% 289.56/289.54 (~P13(a1,f35(f35(f17(a1),f6(a1)),x47261),f35(f35(f17(a1),f6(a1)),x47262))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,4677,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,696,4609,4638,349,435,436,447,492,496,509,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,603,620,344,360,365,421,362,366,397,352,364,361,710,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,2234,4342,4391,3285,4256,4116,4244,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760])).
% 289.56/289.54 cnf(4727,plain,
% 289.56/289.54 (~P13(a1,x47271,x47271)),
% 289.56/289.54 inference(rename_variables,[],[2066])).
% 289.56/289.54 cnf(4729,plain,
% 289.56/289.54 (~P13(a1,f35(f35(f17(a1),x47291),f6(a1)),f35(f35(f17(a1),x47292),f6(a1)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,4677,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,696,4609,4638,349,435,436,447,492,496,509,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,603,620,344,360,365,421,362,366,397,352,364,361,710,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,4244,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759])).
% 289.56/289.54 cnf(4730,plain,
% 289.56/289.54 (~P13(a1,x47301,x47301)),
% 289.56/289.54 inference(rename_variables,[],[2066])).
% 289.56/289.54 cnf(4739,plain,
% 289.56/289.54 (P12(a3,x47391,x47391)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4744,plain,
% 289.56/289.54 (P12(a3,x47441,x47441)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4747,plain,
% 289.56/289.54 (P12(a1,x47471,x47471)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4748,plain,
% 289.56/289.54 (P12(a1,x47481,f32(a2,f20(x47481)))),
% 289.56/289.54 inference(rename_variables,[],[585])).
% 289.56/289.54 cnf(4751,plain,
% 289.56/289.54 (~E(x47511,f18(a3,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x47512),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x47512),f14(a3,x47511,f7(a3))),f7(a2)))),f13(a3,f6(a3),f7(a3))))),
% 289.56/289.54 inference(rename_variables,[],[4285])).
% 289.56/289.54 cnf(4752,plain,
% 289.56/289.54 (P12(a3,x47521,x47521)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4756,plain,
% 289.56/289.54 (P13(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f6(a3)),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,556,4375,4383,4424,4432,4497,4528,557,4421,4587,4635,4677,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,349,406,435,436,447,459,466,492,496,509,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,603,620,344,360,365,421,500,362,366,397,352,364,361,710,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848])).
% 289.56/289.54 cnf(4757,plain,
% 289.56/289.54 (P12(a3,x47571,x47571)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4758,plain,
% 289.56/289.54 (P12(a3,x47581,x47581)),
% 289.56/289.54 inference(rename_variables,[],[558])).
% 289.56/289.54 cnf(4761,plain,
% 289.56/289.54 (P12(a1,f6(a1),f32(a2,x47611))),
% 289.56/289.54 inference(rename_variables,[],[583])).
% 289.56/289.54 cnf(4762,plain,
% 289.56/289.54 (P12(a1,x47621,x47621)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4765,plain,
% 289.56/289.54 (P12(a2,x47651,f18(a2,x47652,x47651))),
% 289.56/289.54 inference(rename_variables,[],[594])).
% 289.56/289.54 cnf(4766,plain,
% 289.56/289.54 (P12(a2,x47661,x47661)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4776,plain,
% 289.56/289.54 (P13(a2,f16(a2,x47761,x47761),f18(a2,x47762,f7(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081])).
% 289.56/289.54 cnf(4778,plain,
% 289.56/289.54 (~E(f6(a2),f18(a2,x47781,f7(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031])).
% 289.56/289.54 cnf(4779,plain,
% 289.56/289.54 (~P13(a2,x47791,x47791)),
% 289.56/289.54 inference(rename_variables,[],[696])).
% 289.56/289.54 cnf(4783,plain,
% 289.56/289.54 (~P12(a2,f18(a2,x47831,f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f6(a2)),x47832))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348])).
% 289.56/289.54 cnf(4788,plain,
% 289.56/289.54 (P13(a2,x47881,f18(a2,f18(a2,x47882,x47881),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4790,plain,
% 289.56/289.54 (P12(a2,f16(a2,x47901,x47902),f18(a2,x47901,x47903))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221])).
% 289.56/289.54 cnf(4792,plain,
% 289.56/289.54 (P12(a2,f16(a2,x47921,x47922),f18(a2,x47923,x47921))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219])).
% 289.56/289.54 cnf(4794,plain,
% 289.56/289.54 (~E(x47941,f18(a2,f18(a2,x47941,f7(a2)),x47942))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015])).
% 289.56/289.54 cnf(4800,plain,
% 289.56/289.54 (~P12(a1,f12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x48001,x48001)),x48002),x48003),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x48003)),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453])).
% 289.56/289.54 cnf(4802,plain,
% 289.56/289.54 (~P12(a1,f32(a2,f18(a2,f30(x48021),f7(a2))),x48021)),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,3716,4337,4285,4602,4146,2318,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103])).
% 289.56/289.54 cnf(4803,plain,
% 289.56/289.54 (~P12(a2,f18(a2,x48031,f7(a2)),x48031)),
% 289.56/289.54 inference(rename_variables,[],[713])).
% 289.56/289.54 cnf(4807,plain,
% 289.56/289.54 (~P12(a1,f12(a1,f18(a1,f32(a2,f20(x48071)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x48071)),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,3716,4337,4285,4602,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2686,2688,4508,4648,3121,2534,2502,4334,4463,4592,3093,4218,4222,4196,2794,3929,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038])).
% 289.56/289.54 cnf(4808,plain,
% 289.56/289.54 (~P12(a2,f20(f12(a1,f18(a1,f32(a2,x48081),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),x48081)),
% 289.56/289.54 inference(rename_variables,[],[3790])).
% 289.56/289.54 cnf(4815,plain,
% 289.56/289.54 (P12(a2,f6(a2),x48151)),
% 289.56/289.54 inference(rename_variables,[],[566])).
% 289.56/289.54 cnf(4816,plain,
% 289.56/289.54 (~E(x48161,f18(a3,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x48162),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x48162),f14(a3,x48161,f7(a3))),f7(a2)))),f13(a3,f6(a3),f7(a3))))),
% 289.56/289.54 inference(rename_variables,[],[4285])).
% 289.56/289.54 cnf(4819,plain,
% 289.56/289.54 (P12(a3,f6(a3),f35(f35(f21(a3),f12(a3,x48191)),x48192))),
% 289.56/289.54 inference(rename_variables,[],[618])).
% 289.56/289.54 cnf(4822,plain,
% 289.56/289.54 (~E(f18(a2,x48221,f18(a2,x48222,f7(a2))),x48222)),
% 289.56/289.54 inference(rename_variables,[],[2135])).
% 289.56/289.54 cnf(4827,plain,
% 289.56/289.54 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,x48271,f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216])).
% 289.56/289.54 cnf(4828,plain,
% 289.56/289.54 (~E(f18(a2,x48281,f18(a2,x48282,f7(a2))),x48282)),
% 289.56/289.54 inference(rename_variables,[],[2135])).
% 289.56/289.54 cnf(4829,plain,
% 289.56/289.54 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),x48291),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[3775])).
% 289.56/289.54 cnf(4831,plain,
% 289.56/289.54 (~P12(a1,f35(f35(f17(a1),a113),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714])).
% 289.56/289.54 cnf(4832,plain,
% 289.56/289.54 (P13(a1,x48321,f18(a1,f32(a2,f30(x48321)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4844,plain,
% 289.56/289.54 (~P12(a1,f35(f35(f17(a1),f7(a1)),f7(a1)),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309])).
% 289.56/289.54 cnf(4846,plain,
% 289.56/289.54 (E(x48461,f18(a2,f35(f35(f17(a2),f16(a2,x48462,x48462)),x48463),x48461))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,711,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985])).
% 289.56/289.54 cnf(4847,plain,
% 289.56/289.54 (~P13(a2,f18(a2,x48471,x48472),x48472)),
% 289.56/289.54 inference(rename_variables,[],[711])).
% 289.56/289.54 cnf(4849,plain,
% 289.56/289.54 (E(f18(a3,f35(f35(f17(a3),f16(a3,x48491,x48491)),x48492),f6(a3)),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,699,4406,4411,594,4415,4454,596,711,585,4425,713,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147])).
% 289.56/289.54 cnf(4854,plain,
% 289.56/289.54 (~P12(a2,f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2)),f16(a2,f6(a2),f6(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851])).
% 289.56/289.54 cnf(4855,plain,
% 289.56/289.54 (P12(a2,f6(a2),x48551)),
% 289.56/289.54 inference(rename_variables,[],[566])).
% 289.56/289.54 cnf(4856,plain,
% 289.56/289.54 (~P12(a2,f18(a2,x48561,f7(a2)),x48561)),
% 289.56/289.54 inference(rename_variables,[],[713])).
% 289.56/289.54 cnf(4857,plain,
% 289.56/289.54 (P12(a2,x48571,x48571)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4861,plain,
% 289.56/289.54 (P13(a2,x48611,f18(a2,f18(a2,x48612,x48611),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4863,plain,
% 289.56/289.54 (~P12(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2686,2688,4508,4648,2092,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795])).
% 289.56/289.54 cnf(4866,plain,
% 289.56/289.54 (P13(a1,x48661,f18(a1,f32(a2,f30(x48661)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4867,plain,
% 289.56/289.54 (~P13(a1,f35(f35(f17(a1),x48671),x48671),f6(a1))),
% 289.56/289.54 inference(rename_variables,[],[3111])).
% 289.56/289.54 cnf(4870,plain,
% 289.56/289.54 (P12(a2,x48701,x48701)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4871,plain,
% 289.56/289.54 (P13(a2,x48711,f18(a2,f18(a2,x48712,x48711),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4872,plain,
% 289.56/289.54 (P13(a2,x48721,f18(a2,f18(a2,x48722,x48721),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4879,plain,
% 289.56/289.54 (~P13(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),f7(a3)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,2135,4822,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362])).
% 289.56/289.54 cnf(4884,plain,
% 289.56/289.54 (~P12(a2,f18(a2,x48841,f18(a2,x48842,f7(a2))),f18(a2,x48841,x48842))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,3407,2135,4822,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672])).
% 289.56/289.54 cnf(4889,plain,
% 289.56/289.54 (E(f32(a2,f30(f6(a1))),f6(a1))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,3716,4337,4285,4602,4751,3407,2135,4822,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020])).
% 289.56/289.54 cnf(4892,plain,
% 289.56/289.54 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),x48921))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217])).
% 289.56/289.54 cnf(4893,plain,
% 289.56/289.54 (~E(f18(a2,x48931,f18(a2,x48932,f7(a2))),x48932)),
% 289.56/289.54 inference(rename_variables,[],[2135])).
% 289.56/289.54 cnf(4894,plain,
% 289.56/289.54 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),x48941),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[3775])).
% 289.56/289.54 cnf(4898,plain,
% 289.56/289.54 (P13(a2,f16(a2,x48981,x48981),f16(a2,f18(a2,f18(a2,x48982,x48981),f7(a2)),x48981))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610])).
% 289.56/289.54 cnf(4899,plain,
% 289.56/289.54 (P12(a2,x48991,x48991)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4901,plain,
% 289.56/289.54 (P12(a2,f18(a2,f16(a2,x49011,f6(a2)),f6(a2)),x49011)),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695])).
% 289.56/289.54 cnf(4902,plain,
% 289.56/289.54 (P12(a2,x49021,x49021)),
% 289.56/289.54 inference(rename_variables,[],[557])).
% 289.56/289.54 cnf(4904,plain,
% 289.56/289.54 (P13(a3,f18(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f6(a3))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310])).
% 289.56/289.54 cnf(4907,plain,
% 289.56/289.54 (P13(a2,x49071,f18(a2,f18(a2,x49072,x49071),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4909,plain,
% 289.56/289.54 (~P12(a2,f35(f35(f21(a2),f18(a2,f18(a2,x49091,f7(a2)),f7(a2))),f18(a2,x49092,f7(a2))),f35(f35(f21(a2),f18(a2,f18(a2,x49091,f7(a2)),f7(a2))),x49092))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790])).
% 289.56/289.54 cnf(4910,plain,
% 289.56/289.54 (P13(a2,x49101,f18(a2,f18(a2,x49102,x49101),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4915,plain,
% 289.56/289.54 (P12(a2,x49151,f18(a2,x49152,x49151))),
% 289.56/289.54 inference(rename_variables,[],[594])).
% 289.56/289.54 cnf(4916,plain,
% 289.56/289.54 (~E(f18(a2,f18(a2,x49161,f7(a2)),x49162),x49161)),
% 289.56/289.54 inference(rename_variables,[],[2260])).
% 289.56/289.54 cnf(4920,plain,
% 289.56/289.54 (~P13(a2,f18(a2,f18(a2,x49201,x49202),f7(a2)),f18(a2,x49202,f7(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447])).
% 289.56/289.54 cnf(4924,plain,
% 289.56/289.54 (~P12(a1,f18(a1,f32(a2,x49241),f7(a1)),f32(a2,x49241))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578])).
% 289.56/289.54 cnf(4926,plain,
% 289.56/289.54 (P13(a2,f18(a2,x49261,x49262),f18(a2,x49261,f18(a2,f18(a2,x49263,x49262),f7(a2))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460])).
% 289.56/289.54 cnf(4933,plain,
% 289.56/289.54 (P12(a2,f35(f35(f17(a2),f6(a2)),x49331),f18(a2,f6(a2),f7(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971])).
% 289.56/289.54 cnf(4935,plain,
% 289.56/289.54 (P12(a4,f6(a2),f20(f6(a1)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831])).
% 289.56/289.54 cnf(4941,plain,
% 289.56/289.54 (P13(a1,x49411,f18(a1,f32(a2,f30(x49411)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4943,plain,
% 289.56/289.54 (P13(a1,f6(a1),f65(f18(a1,f32(a2,f30(f6(a1))),f7(a1)),f18(a2,f18(a2,x49431,f6(a2)),f7(a2))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,714,411,419,491,493,494,603,620,4442,344,360,365,421,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290])).
% 289.56/289.54 cnf(4944,plain,
% 289.56/289.54 (P13(a2,x49441,f18(a2,f18(a2,x49442,x49441),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4945,plain,
% 289.56/289.54 (P13(a1,x49451,f18(a1,f32(a2,f30(x49451)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4948,plain,
% 289.56/289.54 (P13(a2,x49481,f18(a2,f18(a2,x49482,x49481),f7(a2)))),
% 289.56/289.54 inference(rename_variables,[],[646])).
% 289.56/289.54 cnf(4949,plain,
% 289.56/289.54 (P13(a1,x49491,f18(a1,f32(a2,f30(x49491)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4951,plain,
% 289.56/289.54 (P13(a3,f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),x49511),f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),f18(a2,x49511,f7(a2))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,714,411,419,491,493,494,603,620,4442,344,360,365,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152])).
% 289.56/289.54 cnf(4954,plain,
% 289.56/289.54 (P12(a1,x49541,x49541)),
% 289.56/289.54 inference(rename_variables,[],[556])).
% 289.56/289.54 cnf(4956,plain,
% 289.56/289.54 (P13(a1,f6(a1),f18(a1,f18(a1,f32(a2,f30(f6(a1))),f7(a1)),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,411,419,491,493,494,603,620,4442,344,360,365,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465])).
% 289.56/289.54 cnf(4957,plain,
% 289.56/289.54 (P13(a1,x49571,f18(a1,f32(a2,f30(x49571)),f7(a1)))),
% 289.56/289.54 inference(rename_variables,[],[617])).
% 289.56/289.54 cnf(4959,plain,
% 289.56/289.54 (P13(a3,f18(a3,x49591,f6(a3)),f18(a3,x49591,f7(a3)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,411,419,491,493,494,603,620,4442,344,360,365,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636])).
% 289.56/289.54 cnf(4963,plain,
% 289.56/289.54 (E(f18(a2,f35(f35(f17(a2),f16(a2,x49631,x49631)),x49632),f6(a2)),f6(a2))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,400,411,419,491,493,494,603,620,4442,344,360,365,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817])).
% 289.56/289.54 cnf(4966,plain,
% 289.56/289.54 (P13(a2,f16(a2,x49661,x49662),f18(a2,f18(a2,x49663,x49661),f7(a2)))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,659,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,400,411,419,491,493,494,603,620,4442,344,360,365,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226])).
% 289.56/289.54 cnf(4983,plain,
% 289.56/289.54 (~P12(a2,f18(a2,f18(a2,x49831,f18(a2,f6(a2),f7(a2))),x49832),x49832)),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,400,411,419,491,493,494,603,620,4442,344,360,365,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607])).
% 289.56/289.54 cnf(4984,plain,
% 289.56/289.54 (P12(a2,x49841,f18(a2,x49842,x49841))),
% 289.56/289.54 inference(rename_variables,[],[594])).
% 289.56/289.54 cnf(4991,plain,
% 289.56/289.54 (~P12(a2,f18(a2,f18(a2,x49911,f7(a2)),x49912),f18(a2,x49911,x49912))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686])).
% 289.56/289.54 cnf(4993,plain,
% 289.56/289.54 (P13(a1,f18(a1,x49931,f16(a1,x49932,f7(a1))),f18(a1,x49931,f32(a2,f30(x49932))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481])).
% 289.56/289.54 cnf(4995,plain,
% 289.56/289.54 (P13(a1,f18(a1,x49951,x49952),f18(a1,x49951,f18(a1,f32(a2,f30(x49952)),f7(a1))))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,2234,4342,4391,3228,3285,4256,3077,4116,3221,4244,4106,3067,3790,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480])).
% 289.56/289.54 cnf(5005,plain,
% 289.56/289.54 (~P13(a2,f30(f7(a1)),f7(a2))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899])).
% 289.56/289.54 cnf(5009,plain,
% 289.56/289.54 (~P12(a1,f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),f7(a1))),
% 289.56/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058])).
% 289.56/289.54 cnf(5013,plain,
% 289.56/289.54 (E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f92(f18(a2,f6(a2),f7(a2)),x50131)),x50131)),
% 289.56/289.54 inference(rename_variables,[],[3571])).
% 289.56/289.54 cnf(5015,plain,
% 289.56/289.54 (~E(f35(f35(f17(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),x50151),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183])).
% 289.81/289.54 cnf(5017,plain,
% 289.81/289.54 (~E(x50171,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f14(a2,x50171,f18(a2,f6(a2),f7(a2))),f7(a2))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29])).
% 289.81/289.54 cnf(5019,plain,
% 289.81/289.54 (~E(f18(a2,f18(a2,f16(a2,x50191,f6(a2)),f6(a2)),f7(a2)),x50191)),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15])).
% 289.81/289.54 cnf(5021,plain,
% 289.81/289.54 (E(f18(a1,f16(a1,x50211,x50212),x50212),x50211)),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3093,4045,4047,4102,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084])).
% 289.81/289.54 cnf(5028,plain,
% 289.81/289.54 (~P27(f35(f35(f22(x50281,a2,x50282),x50283),f6(a2)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264])).
% 289.81/289.54 cnf(5029,plain,
% 289.81/289.54 (~P12(f35(f35(f22(x50291,a2,x50292),x50293),f6(a2)),f18(a2,x50294,f7(a2)),x50294)),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258])).
% 289.81/289.54 cnf(5030,plain,
% 289.81/289.54 (E(f35(f35(f22(x50301,x50302,x50303),x50304),f6(a2)),x50302)),
% 289.81/289.54 inference(rename_variables,[],[619])).
% 289.81/289.54 cnf(5031,plain,
% 289.81/289.54 (~P13(a2,f35(f35(f22(x50311,f18(a2,x50312,x50313),x50314),x50315),f6(a2)),x50313)),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,4847,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256])).
% 289.81/289.54 cnf(5032,plain,
% 289.81/289.54 (E(f35(f35(f22(x50321,x50322,x50323),x50324),f6(a2)),x50322)),
% 289.81/289.54 inference(rename_variables,[],[619])).
% 289.81/289.54 cnf(5034,plain,
% 289.81/289.54 (E(f35(f35(f22(x50341,x50342,x50343),x50344),f6(a2)),x50342)),
% 289.81/289.54 inference(rename_variables,[],[619])).
% 289.81/289.54 cnf(5036,plain,
% 289.81/289.54 (P12(a1,f16(a1,f33(a5,f18(a5,x50361,x50362)),f33(a5,x50361)),f33(a5,x50362))),
% 289.81/289.54 inference(rename_variables,[],[675])).
% 289.81/289.54 cnf(5038,plain,
% 289.81/289.54 (~P13(a1,f18(a1,f32(a2,f30(x50381)),f7(a1)),x50381)),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,4847,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114])).
% 289.81/289.54 cnf(5041,plain,
% 289.81/289.54 (~E(f18(a2,x50411,f18(a2,x50412,f7(a2))),x50412)),
% 289.81/289.54 inference(rename_variables,[],[2135])).
% 289.81/289.54 cnf(5043,plain,
% 289.81/289.54 (~P13(a2,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416])).
% 289.81/289.54 cnf(5044,plain,
% 289.81/289.54 (~P13(a2,f18(a2,x50441,x50442),x50441)),
% 289.81/289.54 inference(rename_variables,[],[712])).
% 289.81/289.54 cnf(5046,plain,
% 289.81/289.54 (~P13(a2,f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451])).
% 289.81/289.54 cnf(5047,plain,
% 289.81/289.54 (P12(a2,x50471,f18(a2,x50472,x50471))),
% 289.81/289.54 inference(rename_variables,[],[594])).
% 289.81/289.54 cnf(5048,plain,
% 289.81/289.54 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),x50481),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[3775])).
% 289.81/289.54 cnf(5051,plain,
% 289.81/289.54 (~P13(a2,x50511,x50511)),
% 289.81/289.54 inference(rename_variables,[],[696])).
% 289.81/289.54 cnf(5053,plain,
% 289.81/289.54 (~P13(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)),f18(a3,f6(a3),f7(a3)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374])).
% 289.81/289.54 cnf(5054,plain,
% 289.81/289.54 (~E(f18(a3,f18(a3,f7(a3),x50541),x50541),f6(a3))),
% 289.81/289.54 inference(rename_variables,[],[714])).
% 289.81/289.54 cnf(5061,plain,
% 289.81/289.54 (~E(f18(a2,x50611,f18(a2,x50612,f7(a2))),x50612)),
% 289.81/289.54 inference(rename_variables,[],[2135])).
% 289.81/289.54 cnf(5063,plain,
% 289.81/289.54 (~P12(a3,f6(a3),f14(a3,f7(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542])).
% 289.81/289.54 cnf(5065,plain,
% 289.81/289.54 (P12(a3,f6(a3),f13(a3,f6(a3),f6(a3)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439])).
% 289.81/289.54 cnf(5066,plain,
% 289.81/289.54 (P12(a3,x50661,x50661)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5068,plain,
% 289.81/289.54 (P12(a3,f6(a3),f14(a3,f6(a3),f7(a3)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438])).
% 289.81/289.54 cnf(5069,plain,
% 289.81/289.54 (P12(a3,x50691,x50691)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5071,plain,
% 289.81/289.54 (P12(a3,f6(a3),f14(a3,f6(a3),f16(a3,f6(a3),f7(a3))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435])).
% 289.81/289.54 cnf(5072,plain,
% 289.81/289.54 (P13(a3,f16(a3,x50721,f7(a3)),x50721)),
% 289.81/289.54 inference(rename_variables,[],[2098])).
% 289.81/289.54 cnf(5073,plain,
% 289.81/289.54 (P12(a3,x50731,x50731)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5076,plain,
% 289.81/289.54 (~E(f18(a2,x50761,f18(a2,x50762,f7(a2))),x50762)),
% 289.81/289.54 inference(rename_variables,[],[2135])).
% 289.81/289.54 cnf(5077,plain,
% 289.81/289.54 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),x50771),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[3775])).
% 289.81/289.54 cnf(5082,plain,
% 289.81/289.54 (P13(a1,x50821,f32(a2,f30(f18(a1,x50821,f7(a1)))))),
% 289.81/289.54 inference(rename_variables,[],[2325])).
% 289.81/289.54 cnf(5083,plain,
% 289.81/289.54 (P12(a1,x50831,x50831)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5086,plain,
% 289.81/289.54 (P12(a1,x50861,x50861)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5091,plain,
% 289.81/289.54 (P13(a2,x50911,f18(a2,f18(a2,x50912,x50911),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[646])).
% 289.81/289.54 cnf(5097,plain,
% 289.81/289.54 (P13(a1,x50971,f18(a1,f32(a2,f30(x50971)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5098,plain,
% 289.81/289.54 (P12(a1,x50981,x50981)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5109,plain,
% 289.81/289.54 (~P13(a1,f18(a1,f12(a1,x51091),f7(a1)),x51091)),
% 289.81/289.54 inference(rename_variables,[],[715])).
% 289.81/289.54 cnf(5110,plain,
% 289.81/289.54 (P13(a1,x51101,f18(a1,f32(a2,f30(x51101)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5112,plain,
% 289.81/289.54 (E(f18(a2,f84(f18(a2,x51121,f18(a2,x51122,f7(a2))),f18(a2,x51122,f7(a2))),f7(a2)),f18(a2,x51122,f7(a2)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,425,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,4871,715,4476,4616,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452])).
% 289.81/289.54 cnf(5113,plain,
% 289.81/289.54 (P13(a2,x51131,f18(a2,f18(a2,x51132,x51131),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[646])).
% 289.81/289.54 cnf(5118,plain,
% 289.81/289.54 (P12(a1,x51181,x51181)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5132,plain,
% 289.81/289.54 (~P12(a3,f16(a3,f7(a3),f6(a3)),f6(a3))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,425,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400])).
% 289.81/289.54 cnf(5136,plain,
% 289.81/289.54 (P12(a2,f35(f35(f17(a2),f18(a2,f18(a2,x51361,f6(a2)),f7(a2))),f35(f35(f17(a2),f14(a2,x51362,f18(a2,f18(a2,x51361,f6(a2)),f7(a2)))),f7(a2))),x51362)),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,425,443,454,469,480,506,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378])).
% 289.81/289.54 cnf(5137,plain,
% 289.81/289.54 (E(f35(f35(f17(a2),x51371),f7(a2)),x51371)),
% 289.81/289.54 inference(rename_variables,[],[552])).
% 289.81/289.54 cnf(5138,plain,
% 289.81/289.54 (P13(a2,x51381,f18(a2,f18(a2,x51382,x51381),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[646])).
% 289.81/289.54 cnf(5141,plain,
% 289.81/289.54 (P12(a2,x51411,x51411)),
% 289.81/289.54 inference(rename_variables,[],[557])).
% 289.81/289.54 cnf(5142,plain,
% 289.81/289.54 (P12(a2,f6(a2),x51421)),
% 289.81/289.54 inference(rename_variables,[],[566])).
% 289.81/289.54 cnf(5152,plain,
% 289.81/289.54 (E(f33(a1,f19(a1,f35(f35(f17(a3),f6(a1)),f7(a3)))),f6(a1))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811])).
% 289.81/289.54 cnf(5154,plain,
% 289.81/289.54 (P12(a1,f35(f35(f17(a1),f31(f7(a1))),f31(f7(a1))),f6(a1))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417])).
% 289.81/289.54 cnf(5160,plain,
% 289.81/289.54 (P13(a2,x51601,f18(a2,f18(a2,x51602,x51601),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[646])).
% 289.81/289.54 cnf(5164,plain,
% 289.81/289.54 (~E(f18(a3,f35(f35(f17(a3),x51641),x51641),f35(f35(f17(a3),f18(a2,f6(a3),f7(a2))),f18(a2,f6(a3),f7(a2)))),f6(a3))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601])).
% 289.81/289.54 cnf(5169,plain,
% 289.81/289.54 (P12(a2,x51691,x51691)),
% 289.81/289.54 inference(rename_variables,[],[557])).
% 289.81/289.54 cnf(5174,plain,
% 289.81/289.54 (E(f18(a2,f35(f35(f17(a2),x51741),x51742),f18(a2,x51743,x51744)),f18(a2,f35(f35(f17(a2),x51741),x51742),f18(a2,x51743,f18(a2,f35(f35(f17(a2),f16(a2,x51741,x51741)),x51742),x51744))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992])).
% 289.81/289.54 cnf(5177,plain,
% 289.81/289.54 (E(f18(a2,f35(f35(f17(a2),x51771),x51772),f18(a2,x51773,x51774)),f18(a2,f35(f35(f17(a2),x51771),x51772),f18(a2,f18(a2,f35(f35(f17(a2),f16(a2,x51771,x51771)),x51772),x51773),x51774)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,628,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991])).
% 289.81/289.54 cnf(5181,plain,
% 289.81/289.54 (~E(f18(a2,x51811,f7(a2)),f6(a2))),
% 289.81/289.54 inference(rename_variables,[],[708])).
% 289.81/289.54 cnf(5183,plain,
% 289.81/289.54 (~E(f18(a2,f35(f35(f17(a2),x51831),x51832),f35(f35(f17(a2),f18(a2,f35(f35(f17(a2),f16(a2,x51831,x51831)),x51832),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f35(f35(f17(a2),x51831),x51832),f7(a2)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,628,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975])).
% 289.81/289.54 cnf(5192,plain,
% 289.81/289.54 (P13(a1,f18(a1,f35(f35(f17(a1),x51921),x51922),x51923),f18(a1,f35(f35(f17(a1),x51924),x51922),f18(a1,f32(a2,f30(f18(a1,f35(f35(f17(a1),f16(a1,x51921,x51924)),x51922),x51923))),f7(a1))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,628,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047])).
% 289.81/289.54 cnf(5193,plain,
% 289.81/289.54 (P13(a1,x51931,f18(a1,f32(a2,f30(x51931)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5196,plain,
% 289.81/289.54 (P13(a3,x51961,f18(a3,x51962,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x51962,x51961)),f7(a3))),f7(a3))))),
% 289.81/289.54 inference(rename_variables,[],[2688])).
% 289.81/289.54 cnf(5198,plain,
% 289.81/289.54 (E(f18(a3,f35(f35(f17(a3),x51981),x51982),f18(a3,x51983,x51984)),f18(a3,f35(f35(f17(a3),x51985),x51982),f18(a3,x51983,f18(a3,f35(f35(f17(a3),f16(a3,x51981,x51985)),x51982),x51984))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990])).
% 289.81/289.54 cnf(5200,plain,
% 289.81/289.54 (~P12(a1,f18(a1,f33(a5,f18(a5,f18(a2,f6(a5),f18(a2,f6(a2),f7(a2))),x52001)),f33(a5,x52001)),f6(a1))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196])).
% 289.81/289.54 cnf(5203,plain,
% 289.81/289.54 (E(f35(f35(f17(a3),f7(a3)),x52031),x52031)),
% 289.81/289.54 inference(rename_variables,[],[561])).
% 289.81/289.54 cnf(5205,plain,
% 289.81/289.54 (P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),f7(a3)),f13(a3,x52051,f7(a3))),f6(a3)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960])).
% 289.81/289.54 cnf(5206,plain,
% 289.81/289.54 (P12(a3,x52061,x52061)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5208,plain,
% 289.81/289.54 (P13(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f13(a3,x52081,f7(a3))),f6(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979])).
% 289.81/289.54 cnf(5209,plain,
% 289.81/289.54 (P12(a3,x52091,x52091)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5214,plain,
% 289.81/289.54 (~P13(a1,f18(a1,f12(a1,x52141),f7(a1)),x52141)),
% 289.81/289.54 inference(rename_variables,[],[715])).
% 289.81/289.54 cnf(5215,plain,
% 289.81/289.54 (P13(a1,x52151,f18(a1,f32(a2,f30(x52151)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5218,plain,
% 289.81/289.54 (P12(a2,f6(a2),x52181)),
% 289.81/289.54 inference(rename_variables,[],[566])).
% 289.81/289.54 cnf(5219,plain,
% 289.81/289.54 (P12(a2,x52191,x52191)),
% 289.81/289.54 inference(rename_variables,[],[557])).
% 289.81/289.54 cnf(5221,plain,
% 289.81/289.54 (~P12(a1,f33(a1,f7(a1)),f35(f35(f17(a1),f6(a1)),f33(a1,x52211)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,4871,715,4476,4616,5109,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658])).
% 289.81/289.54 cnf(5222,plain,
% 289.81/289.54 (P12(a1,x52221,x52221)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5226,plain,
% 289.81/289.54 (~P13(a1,f35(f35(f17(a1),f20(f6(a1))),x52261),f35(f35(f17(a1),f6(a2)),x52261))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736])).
% 289.81/289.54 cnf(5230,plain,
% 289.81/289.54 (P12(a1,f35(f35(f21(a1),f7(a1)),f18(a2,x52301,f7(a2))),f7(a1))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807])).
% 289.81/289.54 cnf(5231,plain,
% 289.81/289.54 (P12(a1,x52311,x52311)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5235,plain,
% 289.81/289.54 (~P13(a3,f35(f35(f17(a3),f6(a3)),f7(a3)),f35(f35(f17(a3),f6(a3)),f6(a3)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800])).
% 289.81/289.54 cnf(5241,plain,
% 289.81/289.54 (P12(a1,f35(f35(f17(a1),f6(a1)),f18(a1,f33(a5,f18(a5,f18(a2,f6(a5),f18(a2,f6(a2),f7(a2))),x52411)),f33(a5,x52411))),f35(f35(f17(a1),f6(a1)),f33(a5,f18(a2,f6(a5),f18(a2,f6(a2),f7(a2))))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639])).
% 289.81/289.54 cnf(5245,plain,
% 289.81/289.54 (~P13(a1,f6(a1),f35(f35(f17(a1),f18(a1,f7(a1),f12(a1,x52451))),f35(f35(f17(a1),f6(a1)),f36(x52452,x52453))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586])).
% 289.81/289.54 cnf(5248,plain,
% 289.81/289.54 (P12(a1,x52481,x52481)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5250,plain,
% 289.81/289.54 (P12(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f6(a3))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,714,400,411,419,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495])).
% 289.81/289.54 cnf(5251,plain,
% 289.81/289.54 (P12(a3,x52511,x52511)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5254,plain,
% 289.81/289.54 (P12(a1,x52541,f32(a2,f20(x52541)))),
% 289.81/289.54 inference(rename_variables,[],[585])).
% 289.81/289.54 cnf(5255,plain,
% 289.81/289.54 (P12(a1,x52551,x52551)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5258,plain,
% 289.81/289.54 (P13(a2,x52581,f18(a2,f18(a2,x52582,x52581),f7(a2)))),
% 289.81/289.54 inference(rename_variables,[],[646])).
% 289.81/289.54 cnf(5260,plain,
% 289.81/289.54 (P13(a1,f6(a1),f35(f35(f17(a1),f32(a2,f18(a2,x52601,f7(a2)))),f32(a2,f18(a2,x52601,f7(a2)))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,613,621,714,400,411,419,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491])).
% 289.81/289.54 cnf(5269,plain,
% 289.81/289.54 (~E(f18(a2,x52691,f18(a2,x52692,f7(a2))),x52692)),
% 289.81/289.54 inference(rename_variables,[],[2135])).
% 289.81/289.54 cnf(5271,plain,
% 289.81/289.54 (P13(a1,f33(a1,f35(f35(f17(a1),x52711),x52711)),f35(f35(f17(a1),f18(a1,f32(a2,f30(f33(a1,x52711))),f7(a1))),f18(a1,f32(a2,f30(f33(a1,x52711))),f7(a1))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,356,408,420,618,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,2446,2236,3779,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,2688,4508,4648,4655,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844])).
% 289.81/289.54 cnf(5273,plain,
% 289.81/289.54 (P13(a1,x52731,f18(a1,f32(a2,f30(x52731)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5276,plain,
% 289.81/289.54 (P13(a3,x52761,f18(a3,x52762,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x52762,x52761)),f7(a3))),f7(a3))))),
% 289.81/289.54 inference(rename_variables,[],[2688])).
% 289.81/289.54 cnf(5280,plain,
% 289.81/289.54 (P13(a1,x52801,f18(a1,f32(a2,f30(x52801)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5285,plain,
% 289.81/289.54 (P12(a3,x52851,x52851)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5294,plain,
% 289.81/289.54 (~E(f18(a2,x52941,f7(a2)),x52941)),
% 289.81/289.54 inference(rename_variables,[],[701])).
% 289.81/289.54 cnf(5296,plain,
% 289.81/289.54 (~E(f18(a1,f32(a2,f18(a2,f6(a2),f7(a2))),f32(a2,f18(a2,f6(a2),f7(a2)))),f6(a1))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,2446,2236,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340])).
% 289.81/289.54 cnf(5299,plain,
% 289.81/289.54 (~E(f35(f35(f21(a3),x52991),f16(a2,x52992,x52992)),f6(a3))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,2446,2236,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992])).
% 289.81/289.54 cnf(5301,plain,
% 289.81/289.54 (P13(a1,f35(f35(f17(a1),f6(a1)),f6(a1)),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,4410,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,2446,2236,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850])).
% 289.81/289.54 cnf(5302,plain,
% 289.81/289.54 (P13(a1,x53021,f18(a1,f32(a2,f30(x53021)),f7(a1)))),
% 289.81/289.54 inference(rename_variables,[],[617])).
% 289.81/289.54 cnf(5303,plain,
% 289.81/289.54 (P12(a1,x53031,x53031)),
% 289.81/289.54 inference(rename_variables,[],[556])).
% 289.81/289.54 cnf(5306,plain,
% 289.81/289.54 (P12(a3,x53061,x53061)),
% 289.81/289.54 inference(rename_variables,[],[558])).
% 289.81/289.54 cnf(5311,plain,
% 289.81/289.54 (P12(a1,f6(a2),f20(f6(a1)))),
% 289.81/289.54 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,2446,2236,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2092,2098,2554,3121,2534,2522,2325,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807])).
% 289.81/289.54 cnf(5314,plain,
% 289.81/289.54 (~E(f18(a1,x53141,f7(a1)),x53141)),
% 289.81/289.54 inference(rename_variables,[],[2318])).
% 289.81/289.54 cnf(5327,plain,
% 289.81/289.54 (P13(a1,x53271,f32(a2,f30(f18(a1,x53271,f7(a1)))))),
% 289.81/289.54 inference(rename_variables,[],[2325])).
% 289.81/289.54 cnf(5330,plain,
% 289.81/289.54 (E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f92(f18(a2,f6(a2),f7(a2)),x53301)),x53301)),
% 289.81/289.54 inference(rename_variables,[],[3571])).
% 289.81/289.54 cnf(5332,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f18(a2,f16(a2,x53321,x53322),x53322),f7(a2)),x53321)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457])).
% 289.81/289.55 cnf(5335,plain,
% 289.81/289.55 (~P12(a1,f32(a2,f18(a2,x53351,f7(a2))),f32(a2,x53351))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156])).
% 289.81/289.55 cnf(5337,plain,
% 289.81/289.55 (~E(f16(a2,f18(a2,x53371,f7(a2)),x53371),f6(a2))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025])).
% 289.81/289.55 cnf(5339,plain,
% 289.81/289.55 (P12(a2,x53391,f18(a2,f16(a2,x53391,x53392),x53392))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555])).
% 289.81/289.55 cnf(5340,plain,
% 289.81/289.55 (P12(a2,x53401,x53401)),
% 289.81/289.55 inference(rename_variables,[],[557])).
% 289.81/289.55 cnf(5343,plain,
% 289.81/289.55 (E(f35(f35(f17(a1),f7(a1)),x53431),x53431)),
% 289.81/289.55 inference(rename_variables,[],[559])).
% 289.81/289.55 cnf(5344,plain,
% 289.81/289.55 (~P13(a2,x53441,f16(a2,x53442,x53442))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257])).
% 289.81/289.55 cnf(5346,plain,
% 289.81/289.55 (P12(a2,f6(a2),x53461)),
% 289.81/289.55 inference(rename_variables,[],[566])).
% 289.81/289.55 cnf(5347,plain,
% 289.81/289.55 (~E(x53471,f18(a3,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x53472),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x53472),f14(a3,x53471,f7(a3))),f7(a2)))),f13(a3,f6(a3),f7(a3))))),
% 289.81/289.55 inference(rename_variables,[],[4285])).
% 289.81/289.55 cnf(5349,plain,
% 289.81/289.55 (P13(a3,f6(a3),f14(a3,f7(a3),f7(a3)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960])).
% 289.81/289.55 cnf(5353,plain,
% 289.81/289.55 (~P13(a2,x53531,f6(a2))),
% 289.81/289.55 inference(rename_variables,[],[699])).
% 289.81/289.55 cnf(5358,plain,
% 289.81/289.55 (~P13(a2,x53581,x53581)),
% 289.81/289.55 inference(rename_variables,[],[696])).
% 289.81/289.55 cnf(5363,plain,
% 289.81/289.55 (~E(f18(a2,x53631,f18(a2,x53632,f7(a2))),x53632)),
% 289.81/289.55 inference(rename_variables,[],[2135])).
% 289.81/289.55 cnf(5367,plain,
% 289.81/289.55 (~E(f18(a2,x53671,f18(a2,x53672,f7(a2))),x53672)),
% 289.81/289.55 inference(rename_variables,[],[2135])).
% 289.81/289.55 cnf(5370,plain,
% 289.81/289.55 (P13(a1,x53701,f18(a1,f32(a2,f30(x53701)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(5372,plain,
% 289.81/289.55 (P13(a2,f35(f35(f17(a2),f18(a2,f18(a2,x53721,f6(a2)),f7(a2))),f35(f35(f17(a2),f6(a2)),x53722)),f35(f35(f17(a2),f18(a2,f18(a2,x53721,f6(a2)),f7(a2))),f18(a2,f35(f35(f17(a2),f6(a2)),x53723),f7(a2))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,561,674,675,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2636,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569])).
% 289.81/289.55 cnf(5373,plain,
% 289.81/289.55 (P13(a2,x53731,f18(a2,f18(a2,x53732,x53731),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(5376,plain,
% 289.81/289.55 (P13(a1,x53761,f18(a1,f32(a2,f30(x53761)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(5379,plain,
% 289.81/289.55 (P13(a1,x53791,f18(a1,f32(a2,f30(x53791)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(5389,plain,
% 289.81/289.55 (P13(f112(a1),f6(f112(a1)),f18(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x53891,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x53891,f18(a2,f6(f112(a1)),f7(a2)))),f35(f35(f17(f112(a1)),x53892),x53892)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820])).
% 289.81/289.55 cnf(5391,plain,
% 289.81/289.55 (P13(f112(a1),f6(f112(a1)),f18(f112(a1),f35(f35(f17(f112(a1)),x53911),x53911),f35(f35(f17(f112(a1)),f18(a2,x53912,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x53912,f18(a2,f6(f112(a1)),f7(a2))))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819])).
% 289.81/289.55 cnf(5393,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f35(f35(f17(a2),x53931),x53932),f7(a2)),f18(a2,f35(f35(f17(a2),x53931),x53932),f35(f35(f17(a2),f16(a2,x53931,x53931)),x53932)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034])).
% 289.81/289.55 cnf(5394,plain,
% 289.81/289.55 (~P12(a2,f18(a2,x53941,f7(a2)),x53941)),
% 289.81/289.55 inference(rename_variables,[],[713])).
% 289.81/289.55 cnf(5396,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f17(a2),f18(a2,x53961,f7(a2))),f62(f35(f17(a2),x53961),f35(f17(a2),f18(a2,x53961,f7(a2))),x53962,a2)),f35(f35(f17(a2),x53961),f62(f35(f17(a2),x53961),f35(f17(a2),f18(a2,x53961,f7(a2))),x53962,a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051])).
% 289.81/289.55 cnf(5398,plain,
% 289.81/289.55 (P12(f112(a1),f18(f112(a1),f20(f6(a1)),f20(f6(a1))),f18(f112(a1),f6(a2),f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195])).
% 289.81/289.55 cnf(5400,plain,
% 289.81/289.55 (E(f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x54001),x54002),x54002)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050])).
% 289.81/289.55 cnf(5403,plain,
% 289.81/289.55 (P12(a1,f6(a1),f18(a1,f6(a1),f6(a1)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464])).
% 289.81/289.55 cnf(5404,plain,
% 289.81/289.55 (P12(a1,x54041,x54041)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(5410,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f12(a1,x54101),f7(a1)),x54101)),
% 289.81/289.55 inference(rename_variables,[],[715])).
% 289.81/289.55 cnf(5418,plain,
% 289.81/289.55 (E(f35(f35(f17(a3),f7(a3)),x54181),x54181)),
% 289.81/289.55 inference(rename_variables,[],[561])).
% 289.81/289.55 cnf(5420,plain,
% 289.81/289.55 (~E(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x54201))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810])).
% 289.81/289.55 cnf(5426,plain,
% 289.81/289.55 (~P13(a2,f18(a2,f35(f35(f17(a2),x54261),x54262),x54263),f18(a2,f35(f35(f17(a2),f16(a2,x54261,x54261)),x54262),x54263))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263])).
% 289.81/289.55 cnf(5428,plain,
% 289.81/289.55 (~P12(a3,f18(a3,x54281,f7(a3)),x54281)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259])).
% 289.81/289.55 cnf(5429,plain,
% 289.81/289.55 (~P13(a3,x54291,x54291)),
% 289.81/289.55 inference(rename_variables,[],[2234])).
% 289.81/289.55 cnf(5431,plain,
% 289.81/289.55 (E(f18(x54311,x54312,f6(a2)),f18(x54311,x54312,f20(f6(a1))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26])).
% 289.81/289.55 cnf(5432,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f18(a2,f35(f35(f17(a2),x54321),x54322),f18(a2,f35(f35(f17(a2),f16(a2,x54321,x54321)),x54322),x54323)),f7(a2)),x54323)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454])).
% 289.81/289.55 cnf(5435,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f30(f32(a2,x54351)),f7(a2)),x54351)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129])).
% 289.81/289.55 cnf(5438,plain,
% 289.81/289.55 (E(f35(f35(f17(a3),f7(a3)),x54381),x54381)),
% 289.81/289.55 inference(rename_variables,[],[561])).
% 289.81/289.55 cnf(5440,plain,
% 289.81/289.55 (P12(a1,f33(a5,x54401),f18(a1,f33(a5,f18(a5,x54401,x54402)),f33(a5,x54402)))),
% 289.81/289.55 inference(rename_variables,[],[674])).
% 289.81/289.55 cnf(5442,plain,
% 289.81/289.55 (~P12(a3,f12(a3,f7(a3)),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140])).
% 289.81/289.55 cnf(5452,plain,
% 289.81/289.55 (~P13(a3,f6(a3),f35(f35(f17(a3),f14(a3,f13(a3,x54521,x54522),x54522)),f14(a3,f13(a3,x54521,x54522),x54522)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308])).
% 289.81/289.55 cnf(5455,plain,
% 289.81/289.55 (~P12(a2,f18(a2,x54551,f7(a2)),x54551)),
% 289.81/289.55 inference(rename_variables,[],[713])).
% 289.81/289.55 cnf(5457,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f21(a2),f18(a2,f6(a2),f7(a2))),f18(a2,x54571,f7(a2))),f35(f35(f21(a2),f6(a2)),f18(a2,x54571,f7(a2))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993])).
% 289.81/289.55 cnf(5460,plain,
% 289.81/289.55 (P13(a3,f16(a3,x54601,f7(a3)),x54601)),
% 289.81/289.55 inference(rename_variables,[],[2098])).
% 289.81/289.55 cnf(5462,plain,
% 289.81/289.55 (~P13(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x54621))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009])).
% 289.81/289.55 cnf(5464,plain,
% 289.81/289.55 (~P13(a3,f18(a3,x54641,f7(a3)),x54641)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260])).
% 289.81/289.55 cnf(5469,plain,
% 289.81/289.55 (~E(x54691,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x54692),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x54692),f14(a3,f18(a3,x54691,f13(a3,f6(a3),f7(a3))),f7(a3))),f7(a2)))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25])).
% 289.81/289.55 cnf(5471,plain,
% 289.81/289.55 (~P13(a1,f32(a2,x54711),f32(a2,f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157])).
% 289.81/289.55 cnf(5475,plain,
% 289.81/289.55 (~P12(a1,f18(a1,f32(a2,f30(x54751)),f7(a1)),x54751)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105])).
% 289.81/289.55 cnf(5477,plain,
% 289.81/289.55 (E(f35(f35(f17(a2),f6(a2)),x54771),f35(f35(f17(a2),f6(a2)),x54772))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044])).
% 289.81/289.55 cnf(5480,plain,
% 289.81/289.55 (~P13(a2,f18(a2,x54801,x54802),f18(a2,x54801,f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673])).
% 289.81/289.55 cnf(5482,plain,
% 289.81/289.55 (P12(f112(a1),f6(f112(a1)),f18(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x54821,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x54821,f18(a2,f6(f112(a1)),f7(a2)))),f35(f35(f17(f112(a1)),x54822),x54822)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036])).
% 289.81/289.55 cnf(5486,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f35(f35(f17(a2),x54861),x54862),f7(a2)),f35(f35(f17(a2),f16(a2,x54861,x54861)),x54862))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,4410,4758,696,4609,4638,4641,4779,5051,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455])).
% 289.81/289.55 cnf(5490,plain,
% 289.81/289.55 (P13(a2,x54901,f18(a2,f18(a2,x54902,x54901),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(5496,plain,
% 289.81/289.55 (P13(a3,f18(a3,f6(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511])).
% 289.81/289.55 cnf(5497,plain,
% 289.81/289.55 (P12(a3,x54971,x54971)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5499,plain,
% 289.81/289.55 (P13(a3,f18(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f6(a3)),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510])).
% 289.81/289.55 cnf(5500,plain,
% 289.81/289.55 (P12(a3,x55001,x55001)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5506,plain,
% 289.81/289.55 (~P12(a3,f18(a3,x55061,f7(a3)),f18(a3,x55061,f6(a3)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684])).
% 289.81/289.55 cnf(5508,plain,
% 289.81/289.55 (P13(a1,f18(a1,x55081,x55082),f18(a1,f18(a1,f32(a2,f30(x55081)),f7(a1)),x55082))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482])).
% 289.81/289.55 cnf(5510,plain,
% 289.81/289.55 (P12(a1,f18(a1,f6(a1),f6(a1)),f6(a1))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2256,2448,2295,2333,2439,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509])).
% 289.81/289.55 cnf(5511,plain,
% 289.81/289.55 (P12(a1,x55111,x55111)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(5517,plain,
% 289.81/289.55 (~P9(f35(f35(f17(a3),f7(a3)),a2))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2309,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323])).
% 289.81/289.55 cnf(5519,plain,
% 289.81/289.55 (~P14(f30(f32(a2,a1)),f14(a2,f6(f112(a1)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2309,2335,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275])).
% 289.81/289.55 cnf(5520,plain,
% 289.81/289.55 (E(f14(a2,x55201,f18(a2,f6(a2),f7(a2))),x55201)),
% 289.81/289.55 inference(rename_variables,[],[606])).
% 289.81/289.55 cnf(5522,plain,
% 289.81/289.55 (E(f14(a2,x55221,f18(a2,f6(a2),f7(a2))),x55221)),
% 289.81/289.55 inference(rename_variables,[],[606])).
% 289.81/289.55 cnf(5523,plain,
% 289.81/289.55 (~P43(f35(f35(f17(a3),f7(a3)),a2))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265])).
% 289.81/289.55 cnf(5524,plain,
% 289.81/289.55 (~P72(f14(a2,f37(f6(a5),a11),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,2719,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,4216,4019,3674,2146,3788,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263])).
% 289.81/289.55 cnf(5529,plain,
% 289.81/289.55 (~E(f31(f18(a1,f7(a1),f7(a1))),f6(a1))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,5314,2383,2719,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3480,4216,4019,3674,2146,3788,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947])).
% 289.81/289.55 cnf(5536,plain,
% 289.81/289.55 (P16(a2,f35(f17(a2),f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,435,436,447,458,459,460,465,466,468,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,699,4406,4411,4544,5353,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,5314,2383,2719,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,2216,2400,2092,2098,5072,2554,3121,2534,2522,2325,5082,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3480,4216,4019,3674,2146,3788,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469])).
% 289.81/289.55 cnf(5542,plain,
% 289.81/289.55 (P12(a3,x55421,x55421)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5545,plain,
% 289.81/289.55 (P12(a3,x55451,x55451)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5551,plain,
% 289.81/289.55 (P13(a3,f16(a3,x55511,f7(a3)),x55511)),
% 289.81/289.55 inference(rename_variables,[],[2098])).
% 289.81/289.55 cnf(5552,plain,
% 289.81/289.55 (P12(a3,x55521,x55521)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5557,plain,
% 289.81/289.55 (P12(a2,x55571,x55571)),
% 289.81/289.55 inference(rename_variables,[],[557])).
% 289.81/289.55 cnf(5560,plain,
% 289.81/289.55 (P13(a1,x55601,f18(a1,f32(a2,f30(x55601)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(5567,plain,
% 289.81/289.55 (~P13(a2,x55671,f6(a2))),
% 289.81/289.55 inference(rename_variables,[],[699])).
% 289.81/289.55 cnf(5569,plain,
% 289.81/289.55 (P12(a3,x55691,x55691)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5572,plain,
% 289.81/289.55 (~P13(a2,x55721,f6(a2))),
% 289.81/289.55 inference(rename_variables,[],[699])).
% 289.81/289.55 cnf(5574,plain,
% 289.81/289.55 (P12(a3,x55741,x55741)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5583,plain,
% 289.81/289.55 (~E(f18(a2,x55831,f7(a2)),f6(a2))),
% 289.81/289.55 inference(rename_variables,[],[708])).
% 289.81/289.55 cnf(5584,plain,
% 289.81/289.55 (P13(a2,x55841,f18(a2,f18(a2,x55842,x55841),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(5588,plain,
% 289.81/289.55 (P12(a1,x55881,x55881)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(5589,plain,
% 289.81/289.55 (E(f18(a1,f6(a1),x55891),x55891)),
% 289.81/289.55 inference(rename_variables,[],[3171])).
% 289.81/289.55 cnf(5592,plain,
% 289.81/289.55 (P12(a1,x55921,x55921)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(5595,plain,
% 289.81/289.55 (~P12(a1,f31(f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2)))),f31(f32(a2,f30(f18(a1,f6(a1),f7(a1))))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427])).
% 289.81/289.55 cnf(5601,plain,
% 289.81/289.55 (~E(f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2))),f6(a1))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207])).
% 289.81/289.55 cnf(5605,plain,
% 289.81/289.55 (~P12(a3,f18(a3,f7(a3),f7(a3)),f16(a3,f18(a3,f6(a3),f7(a3)),f7(a3)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3668,3647,3881,3644,3642,3571,4471,5013,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173])).
% 289.81/289.55 cnf(5617,plain,
% 289.81/289.55 (~P13(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f12(f18(a2,f6(a2),a1),f35(f35(f17(a1),f7(a1)),f6(f18(a2,f6(a2),a1)))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064])).
% 289.81/289.55 cnf(5619,plain,
% 289.81/289.55 (P13(f112(a1),f6(f112(a1)),f35(f35(f17(f112(a1)),f18(a2,x56191,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x56191,f18(a2,f6(f112(a1)),f7(a2)))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421])).
% 289.81/289.55 cnf(5625,plain,
% 289.81/289.55 (~P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f35(f35(f17(a3),f7(a3)),f14(a3,f7(a3),f16(a3,x56251,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x56251,f6(a3))),f7(a3))),f7(a3)))))),f6(a3)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919])).
% 289.81/289.55 cnf(5629,plain,
% 289.81/289.55 (P12(a1,f35(f35(f17(a1),f6(a1)),f33(a5,x56291)),f35(f35(f17(a1),f6(a1)),f18(a1,f33(a5,f18(a5,x56291,x56292)),f33(a5,x56292))))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648])).
% 289.81/289.55 cnf(5634,plain,
% 289.81/289.55 (P12(a2,f35(f35(f17(a2),f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x56341,f6(a2)),f7(a2))),x56342),f18(a2,f18(a2,x56341,f6(a2)),f7(a2)))),f7(a2)),x56342)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019])).
% 289.81/289.55 cnf(5638,plain,
% 289.81/289.55 (P12(a2,f16(a2,f18(a2,x56381,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x56382,f6(a2)),f7(a2))),x56383),f18(a2,f18(a2,x56382,f6(a2)),f7(a2)))),x56381),x56383)),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716])).
% 289.81/289.55 cnf(5640,plain,
% 289.81/289.55 (P13(a2,x56401,f18(a2,f18(a2,x56402,x56401),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(5645,plain,
% 289.81/289.55 (~P13(a3,x56451,f18(a3,x56451,f6(a3)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265])).
% 289.81/289.55 cnf(5647,plain,
% 289.81/289.55 (E(f18(a2,x56471,x56472),f18(a2,x56471,f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x56473),x56472)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,594,4415,4454,4765,4915,4984,5047,596,597,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079])).
% 289.81/289.55 cnf(5653,plain,
% 289.81/289.55 (~P12(a1,f18(a1,f32(a2,f30(f18(a1,f12(a1,f32(a2,f30(x56531))),f7(a1)))),f7(a1)),f32(a2,f30(x56531)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198])).
% 289.81/289.55 cnf(5657,plain,
% 289.81/289.55 (~P13(a3,f18(a3,f7(a3),f7(a3)),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3779,2524,3763,2232,2282,4293,4138,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462])).
% 289.81/289.55 cnf(5660,plain,
% 289.81/289.55 (E(f18(a2,x56601,x56602),f18(a2,x56602,x56601))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5662,plain,
% 289.81/289.55 (E(f18(a2,x56621,x56622),f18(a2,x56622,x56621))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5664,plain,
% 289.81/289.55 (E(f18(a2,x56641,x56642),f18(a2,x56642,x56641))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5665,plain,
% 289.81/289.55 (P46(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3644,3642,3571,4471,5013,5330,2446,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328])).
% 289.81/289.55 cnf(5666,plain,
% 289.81/289.55 (E(f18(a2,x56661,x56662),f18(a2,x56662,x56661))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5668,plain,
% 289.81/289.55 (E(f18(a2,x56681,x56682),f18(a2,x56682,x56681))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5670,plain,
% 289.81/289.55 (E(f18(a2,x56701,x56702),f18(a2,x56702,x56701))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5672,plain,
% 289.81/289.55 (E(f18(a2,x56721,x56722),f18(a2,x56722,x56721))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5674,plain,
% 289.81/289.55 (E(f18(a2,x56741,x56742),f18(a2,x56742,x56741))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5675,plain,
% 289.81/289.55 (P63(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3671,3668,3647,3881,3645,3644,3642,3571,4471,5013,5330,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315])).
% 289.81/289.55 cnf(5676,plain,
% 289.81/289.55 (E(f18(a2,x56761,x56762),f18(a2,x56762,x56761))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5678,plain,
% 289.81/289.55 (E(f18(a2,x56781,x56782),f18(a2,x56782,x56781))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5680,plain,
% 289.81/289.55 (E(f18(a2,x56801,x56802),f18(a2,x56802,x56801))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5681,plain,
% 289.81/289.55 (P8(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3651,3671,3649,3668,3647,3881,3645,3644,3642,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304])).
% 289.81/289.55 cnf(5682,plain,
% 289.81/289.55 (E(f18(a2,x56821,x56822),f18(a2,x56822,x56821))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5684,plain,
% 289.81/289.55 (E(f18(a2,x56841,x56842),f18(a2,x56842,x56841))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5686,plain,
% 289.81/289.55 (E(f18(a2,x56861,x56862),f18(a2,x56862,x56861))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5688,plain,
% 289.81/289.55 (E(f18(a2,x56881,x56882),f18(a2,x56882,x56881))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5689,plain,
% 289.81/289.55 (P7(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3655,3654,3652,3651,3671,3649,3668,3647,3881,3645,3644,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300])).
% 289.81/289.55 cnf(5690,plain,
% 289.81/289.55 (E(f18(a2,x56901,x56902),f18(a2,x56902,x56901))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5691,plain,
% 289.81/289.55 (P6(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3659,3655,3654,3652,3651,3671,3649,3668,3647,3881,3645,3644,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296])).
% 289.81/289.55 cnf(5692,plain,
% 289.81/289.55 (E(f18(a2,x56921,x56922),f18(a2,x56922,x56921))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5693,plain,
% 289.81/289.55 (P32(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,5692,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3663,3659,3655,3654,3652,3651,3671,3649,3668,3647,3881,3645,3644,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296,292])).
% 289.81/289.55 cnf(5694,plain,
% 289.81/289.55 (E(f18(a2,x56941,x56942),f18(a2,x56942,x56941))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5695,plain,
% 289.81/289.55 (P64(f18(a2,a1,f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,5692,5694,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3663,3659,3655,3654,3652,3651,3671,3649,3668,3647,3881,3645,3644,3664,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296,292,291])).
% 289.81/289.55 cnf(5696,plain,
% 289.81/289.55 (E(f18(a2,x56961,x56962),f18(a2,x56962,x56961))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5698,plain,
% 289.81/289.55 (E(f18(a2,x56981,x56982),f18(a2,x56982,x56981))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5699,plain,
% 289.81/289.55 (P51(f18(a2,a1,f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,5692,5694,5696,5698,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3663,3659,3655,3654,3652,3651,3671,3649,3668,3647,3667,3881,3645,3666,3644,3664,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296,292,291,289,288])).
% 289.81/289.55 cnf(5700,plain,
% 289.81/289.55 (E(f18(a2,x57001,x57002),f18(a2,x57002,x57001))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5701,plain,
% 289.81/289.55 (P5(f18(a2,a1,f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,5692,5694,5696,5698,5700,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3663,3659,3655,3654,3652,3651,3671,3649,3668,3647,3667,3881,3645,3666,3644,3664,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296,292,291,289,288,287])).
% 289.81/289.55 cnf(5702,plain,
% 289.81/289.55 (E(f18(a2,x57021,x57022),f18(a2,x57022,x57021))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5703,plain,
% 289.81/289.55 (P66(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,5692,5694,5696,5698,5700,5702,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3669,3663,3659,3655,3654,3652,3651,3671,3649,3668,3647,3667,3881,3645,3666,3644,3664,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296,292,291,289,288,287,285])).
% 289.81/289.55 cnf(5704,plain,
% 289.81/289.55 (E(f18(a2,x57041,x57042),f18(a2,x57042,x57041))),
% 289.81/289.55 inference(rename_variables,[],[589])).
% 289.81/289.55 cnf(5705,plain,
% 289.81/289.55 (P71(f18(a2,f6(a2),a5))),
% 289.81/289.55 inference(scs_inference,[],[709,2061,345,354,371,372,375,378,412,424,425,443,454,469,480,506,510,515,522,523,690,542,563,572,602,574,575,619,4573,4582,5030,5032,5034,552,5137,553,611,626,627,4662,4665,628,630,559,5343,561,5203,5418,5438,606,5520,5522,674,5440,675,5036,659,669,399,556,4375,4383,4424,4432,4497,4528,4747,4762,4954,5083,5086,5098,5118,5222,5231,5248,5255,5303,5404,5511,5588,5592,557,4421,4587,4635,4677,4715,4766,4857,4870,4899,4902,5141,5169,5219,5340,5557,558,4341,4350,4407,4412,4502,4505,4516,4519,4522,4668,4739,4744,4752,4757,5066,5069,5073,5206,5209,5251,5285,5306,5497,5500,5542,5545,5552,5569,5574,4410,4758,696,4609,4638,4641,4779,5051,5358,343,349,405,406,417,435,436,447,458,459,460,465,466,468,488,490,492,496,509,516,517,566,4401,4417,4420,4583,4815,4855,5142,5218,5346,699,4406,4411,4544,5353,5567,5572,594,4415,4454,4765,4915,4984,5047,596,597,598,711,4847,712,5044,589,5660,5662,5664,5666,5668,5670,5672,5674,5676,5678,5680,5682,5684,5686,5688,5690,5692,5694,5696,5698,5700,5702,5704,585,4425,4748,5254,713,4803,4856,5394,5455,701,4496,4550,4724,5294,646,4353,4357,4363,4374,4394,4398,4402,4434,4455,4484,4541,4565,4572,4610,4788,4861,4872,4907,4910,4944,4948,5091,5113,5138,5160,5258,5373,5490,5584,5640,4871,715,4476,4616,5109,5214,5410,708,5181,5583,617,4354,4358,4368,4371,4433,4527,4680,4832,4866,4941,4945,4949,4957,5097,5110,5193,5215,5273,5280,5302,5370,5376,5379,5560,613,621,714,5054,400,595,411,419,427,449,491,493,494,603,4395,620,4442,398,341,344,350,360,365,368,409,422,532,421,342,442,500,340,348,362,366,367,467,397,351,352,364,361,710,4386,583,4761,356,408,420,618,4819,444,529,355,438,359,437,692,691,578,407,579,3686,3677,3670,3669,3663,3659,3655,3654,3652,3651,3671,3649,3668,3647,3667,3881,3645,3666,3644,3664,3642,3653,3571,4471,5013,5330,3646,3639,3643,2446,3635,3638,2236,2201,3861,3625,3632,3779,2524,3763,2232,2282,4293,4138,3624,3629,3738,3159,3339,3341,2154,2427,3775,4416,4829,4894,5048,5077,3716,4337,4339,4285,4602,4751,4816,5347,2338,3407,2135,4822,4828,4893,5041,5061,5076,5269,5363,5367,2260,4916,4146,3801,2264,2318,4549,5314,2383,2719,3171,5589,2262,3628,2349,4226,4061,2727,3993,2513,2256,2448,2460,2295,2333,2439,2219,3675,3937,3939,2770,2752,2066,4347,4511,4613,4727,4730,2234,4342,4391,4460,5429,2312,3228,3254,3285,4256,3077,4116,3221,4244,4106,3692,3718,3947,3199,3067,2171,3790,4808,3853,2485,2090,2454,2402,2430,2432,2409,2213,2686,4479,2688,4508,4648,4655,5196,5276,2216,2400,2092,2098,5072,5460,5551,2554,3121,2534,2522,2325,5082,5327,2101,2502,4334,4463,4592,4150,3900,3093,2405,4045,4047,4102,2630,2636,2672,2678,3989,4186,4218,4222,4196,2794,4254,3111,4867,3720,3929,3745,4306,4192,3216,3699,3480,4216,4019,3674,2146,3788,3743,2709,3147,3161,2309,2335,2391,4332,3662,286,1546,1545,1240,1541,1320,1319,1229,1720,1616,1561,1560,1539,1293,1163,1712,984,1169,1150,1471,1792,1629,1766,1765,1896,1767,1659,1618,1476,1762,1029,1514,1356,1478,869,846,840,1617,1363,1075,1067,815,1068,1933,1577,1468,1359,1104,1556,1069,976,931,862,1598,1444,1441,1440,1431,1236,839,1437,1395,1288,1191,2018,1540,1553,1122,1121,851,1923,1446,1344,2030,978,977,941,794,786,1028,1894,1292,1145,1761,1980,1300,1299,1179,1178,968,946,806,1677,1307,1099,1090,950,1788,1854,1853,1676,1804,1943,1942,1602,1404,1391,1327,2040,2035,2033,1450,2046,2045,2044,2038,2037,2036,1989,1974,1973,1921,1667,1136,820,1630,1466,1312,1735,1386,1803,1802,1798,1794,1793,1742,1740,1650,1649,1641,1532,1530,1497,1490,1489,1486,951,1760,1759,1863,1945,1627,1625,2002,1660,1780,991,1848,1846,1845,932,1010,1004,894,1081,1031,1448,1348,1225,1223,1221,1219,1015,904,1584,1453,1103,1080,1038,1242,1557,1087,1024,1133,1426,1216,1714,1570,1053,1301,789,787,1309,985,1147,1851,1632,1795,1502,1849,911,1030,1362,914,1672,1461,1020,1217,945,1610,1695,1310,2043,1790,1637,1341,956,1447,1681,1578,1460,1113,1088,971,831,1373,1396,1290,1289,1152,1467,1465,1636,1634,817,1226,1679,1608,1118,1117,1479,1635,1165,1607,861,1688,1686,1481,1480,1197,829,1361,954,899,1360,1058,884,1183,29,15,1084,1234,1558,283,264,258,256,255,1171,1114,1887,1416,1451,1434,1374,1543,1442,1082,1542,1439,1438,1435,1214,1062,1304,1287,852,1877,1876,1835,1343,1611,944,850,1718,1452,1056,1779,1433,1026,933,1934,1622,1401,1400,1291,1378,1694,942,868,867,849,811,1417,1091,1821,1739,1601,1402,2042,2041,1992,1991,1976,1975,1764,1763,1449,2047,2039,1990,1196,1040,1960,1979,890,1931,1432,1658,1305,1736,1926,1807,1801,1800,1743,1741,1639,1587,1586,1499,1495,1494,1492,1491,1488,1487,1485,953,1844,1924,1878,1628,1626,1873,1872,1871,1721,1340,992,1850,1847,900,807,915,1367,1350,1349,1074,996,1124,1182,1457,1156,1025,1555,259,257,1023,960,959,930,1503,1436,1215,1134,1713,1569,1415,1414,919,1477,1143,875,1820,1819,2034,2051,1195,1050,1464,1463,1388,1508,1501,937,810,1306,1369,1263,1259,26,1454,1129,260,1112,1140,1120,1483,1693,788,1308,2032,1993,1512,1009,1260,1256,25,1157,1109,1105,1044,1673,1036,1199,1455,1355,1690,1201,1511,1510,955,1166,1684,1482,1509,2,8,7,331,323,282,275,274,265,263,3,998,947,1184,1469,1420,1671,1961,1428,1978,1852,1647,1640,1535,1812,1811,2001,1666,1964,1963,1427,1357,1207,999,1173,887,800,799,1155,1064,1421,860,987,1919,1655,1648,1645,2019,1158,1716,1206,1265,1079,1042,1198,1462,337,336,332,328,325,322,321,317,315,314,311,304,303,302,301,300,296,292,291,289,288,287,285,284])).
% 289.81/289.55 cnf(5911,plain,
% 289.81/289.55 (P12(a2,x59111,x59111)),
% 289.81/289.55 inference(rename_variables,[],[557])).
% 289.81/289.55 cnf(5912,plain,
% 289.81/289.55 (P13(a2,x59121,f18(a2,f18(a2,x59122,x59121),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(5914,plain,
% 289.81/289.55 (~P13(a2,f30(f32(a2,x59141)),x59141)),
% 289.81/289.55 inference(scs_inference,[],[557,646,5372,5475,1946,1376])).
% 289.81/289.55 cnf(5915,plain,
% 289.81/289.55 (~P12(a1,f18(a1,f32(a2,f30(x59151)),f7(a1)),x59151)),
% 289.81/289.55 inference(rename_variables,[],[5475])).
% 289.81/289.55 cnf(5920,plain,
% 289.81/289.55 (~P13(a1,f35(f35(f17(a1),x59201),f35(f35(f17(a1),f32(a2,f6(a2))),f32(a2,f6(a2)))),f35(f35(f17(a1),x59201),f35(f35(f17(a1),f6(a1)),f32(a2,f6(a2)))))),
% 289.81/289.55 inference(rename_variables,[],[4684])).
% 289.81/289.55 cnf(5921,plain,
% 289.81/289.55 (~P13(a1,f35(f35(f17(a1),f6(a1)),x59211),f35(f35(f17(a1),f6(a1)),x59212))),
% 289.81/289.55 inference(rename_variables,[],[4726])).
% 289.81/289.55 cnf(5923,plain,
% 289.81/289.55 (P12(a1,f35(f35(f17(a1),f32(a2,f7(a2))),f32(a2,f7(a2))),f32(a2,f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[557,646,583,407,5619,4726,4684,5372,5475,2717,1946,1376,1208,984,1659])).
% 289.81/289.55 cnf(5924,plain,
% 289.81/289.55 (P12(a1,f6(a1),f32(a2,x59241))),
% 289.81/289.55 inference(rename_variables,[],[583])).
% 289.81/289.55 cnf(5926,plain,
% 289.81/289.55 (P12(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),f35(f35(f17(a3),f6(a3)),f6(a3))),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[418,568,557,558,646,583,578,407,5619,4726,4684,5372,5475,2717,1946,1376,1208,984,1659,1963])).
% 289.81/289.55 cnf(5928,plain,
% 289.81/289.55 (~P13(a3,f18(a3,f16(a3,x59281,f7(a3)),f7(a3)),x59281)),
% 289.81/289.55 inference(scs_inference,[],[418,568,557,558,646,583,578,407,5619,4726,4684,5372,5428,5475,2717,1946,1376,1208,984,1659,1963,1254])).
% 289.81/289.55 cnf(5929,plain,
% 289.81/289.55 (~P12(a3,f18(a3,x59291,f7(a3)),x59291)),
% 289.81/289.55 inference(rename_variables,[],[5428])).
% 289.81/289.55 cnf(5934,plain,
% 289.81/289.55 (P12(a2,x59341,f18(a2,x59342,x59341))),
% 289.81/289.55 inference(rename_variables,[],[594])).
% 289.81/289.55 cnf(5937,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,568,593,557,558,594,646,583,352,578,437,407,2347,5619,4726,4684,5372,5428,5475,4698,2717,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128])).
% 289.81/289.55 cnf(5938,plain,
% 289.81/289.55 (P12(a2,x59381,f35(f35(f17(a2),x59381),x59381))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(5942,plain,
% 289.81/289.55 (P13(a2,x59421,f18(a2,f18(a2,x59422,x59421),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(5943,plain,
% 289.81/289.55 (P12(a3,x59431,x59431)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5946,plain,
% 289.81/289.55 (~P13(a2,x59461,f18(a2,f16(a2,x59461,x59461),x59461))),
% 289.81/289.55 inference(rename_variables,[],[2316])).
% 289.81/289.55 cnf(5950,plain,
% 289.81/289.55 (P12(a3,x59501,x59501)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(5954,plain,
% 289.81/289.55 (P12(a2,x59541,f18(a2,x59542,x59541))),
% 289.81/289.55 inference(rename_variables,[],[594])).
% 289.81/289.55 cnf(5955,plain,
% 289.81/289.55 (P12(a2,x59551,f35(f35(f17(a2),x59551),x59551))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(5961,plain,
% 289.81/289.55 (E(f13(a2,f35(f35(f22(x59611,x59612,f17(a2)),x59613),f18(a2,x59614,f7(a2))),x59613),f6(a2))),
% 289.81/289.55 inference(scs_inference,[],[418,544,678,568,593,5938,557,558,5943,594,5934,711,646,5912,363,583,352,578,437,407,579,2347,5619,4726,4684,5372,2316,2095,4483,5428,5475,4698,2717,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999])).
% 289.81/289.55 cnf(5964,plain,
% 289.81/289.55 (E(f35(f35(f17(a2),x59641),f92(x59641,x59641)),x59641)),
% 289.81/289.55 inference(scs_inference,[],[418,544,678,568,593,5938,557,558,5943,594,5934,711,646,5912,363,583,352,578,437,407,579,2347,5619,3193,4726,4684,5372,2316,2095,4483,5428,5475,4698,2717,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069])).
% 289.81/289.55 cnf(5966,plain,
% 289.81/289.55 (~P12(a3,f6(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.55 inference(scs_inference,[],[418,544,678,568,593,5938,557,558,5943,594,5934,711,646,5912,363,583,352,578,437,407,579,2347,5619,3193,4726,4684,5372,2316,2095,4483,5428,5475,4698,5063,2717,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437])).
% 289.81/289.55 cnf(5968,plain,
% 289.81/289.55 (~P12(f117(x59681,a1),f35(f17(a1),a113),f35(f17(a1),f33(a5,a120)))),
% 289.81/289.55 inference(scs_inference,[],[418,544,678,568,593,5938,557,558,5943,594,5934,711,646,5912,344,363,583,352,578,437,407,579,4831,2347,5619,3193,4726,4684,5372,2316,2095,4483,5428,5475,4698,5063,2717,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229])).
% 289.81/289.55 cnf(5972,plain,
% 289.81/289.55 (~E(x59721,f18(a2,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x59722),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x59722),f14(a3,f18(a3,f16(a2,x59721,x59721),f13(a3,f6(a3),f7(a3))),f7(a3))),f7(a2)))),x59721))),
% 289.81/289.55 inference(scs_inference,[],[418,544,678,568,593,5938,557,5911,558,5943,594,5934,711,646,5912,344,363,583,352,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,2316,2095,4483,5428,5475,4698,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179])).
% 289.81/289.55 cnf(5973,plain,
% 289.81/289.55 (~E(x59731,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x59732),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x59732),f14(a3,f18(a3,x59731,f13(a3,f6(a3),f7(a3))),f7(a3))),f7(a2)))))),
% 289.81/289.55 inference(rename_variables,[],[5469])).
% 289.81/289.55 cnf(5979,plain,
% 289.81/289.55 (~P12(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.55 inference(scs_inference,[],[418,544,573,678,568,593,5938,557,5911,558,5943,594,5934,711,646,5912,344,365,360,363,583,352,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,2316,2095,4483,5428,5475,4698,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307])).
% 289.81/289.55 cnf(5981,plain,
% 289.81/289.55 (P13(a3,x59811,f18(a3,x59812,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,x59811,x59812)),f6(a3))),f7(a3))),f7(a3))))),
% 289.81/289.55 inference(scs_inference,[],[418,544,573,678,568,593,5938,557,5911,558,5943,594,5934,711,646,5912,344,365,360,363,583,352,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,4478,2316,2095,4483,5428,5475,4698,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853])).
% 289.81/289.55 cnf(5982,plain,
% 289.81/289.55 (P13(a3,x59821,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x59821,f6(a3))),f7(a3))),f7(a3)))),
% 289.81/289.55 inference(rename_variables,[],[4478])).
% 289.81/289.55 cnf(5985,plain,
% 289.81/289.55 (~P12(a2,f18(a2,x59851,f18(a2,f18(a2,x59852,f7(a2)),x59853)),x59853)),
% 289.81/289.55 inference(rename_variables,[],[2506])).
% 289.81/289.55 cnf(5988,plain,
% 289.81/289.55 (P13(a2,x59881,f18(a2,x59882,f18(a2,f18(a2,x59881,f7(a2)),x59883)))),
% 289.81/289.55 inference(rename_variables,[],[2165])).
% 289.81/289.55 cnf(5996,plain,
% 289.81/289.55 (~P12(a3,f18(a3,f35(f35(f17(a3),x59961),x59962),f7(a3)),f18(a3,f35(f35(f17(a3),x59963),x59962),f35(f35(f17(a3),f16(a3,x59961,x59963)),x59962)))),
% 289.81/289.55 inference(scs_inference,[],[418,544,573,678,568,593,5938,5955,557,5911,558,5943,594,5934,711,646,5912,344,365,360,363,583,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,4478,2316,2165,5988,2506,2095,4483,5428,5929,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038])).
% 289.81/289.55 cnf(5997,plain,
% 289.81/289.55 (~P12(a3,f18(a3,x59971,f7(a3)),x59971)),
% 289.81/289.55 inference(rename_variables,[],[5428])).
% 289.81/289.55 cnf(5999,plain,
% 289.81/289.55 (~P13(a3,f18(a3,f35(f35(f17(a3),x59991),x59992),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x59993,x59991)),x59992),x59994),f7(a3))),f18(a3,f35(f35(f17(a3),x59993),x59992),x59994))),
% 289.81/289.55 inference(scs_inference,[],[418,544,573,678,568,593,5938,5955,557,5911,558,5943,594,5934,711,646,5912,344,365,360,363,583,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,4478,2316,2165,5988,2506,2095,4483,5428,5929,5464,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037])).
% 289.81/289.55 cnf(6001,plain,
% 289.81/289.55 (~P12(a3,f18(a3,f35(f35(f17(a3),x60011),x60012),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x60013,x60011)),x60012),x60014),f7(a3))),f18(a3,f35(f35(f17(a3),x60013),x60012),x60014))),
% 289.81/289.55 inference(scs_inference,[],[418,544,573,678,568,593,5938,5955,557,5911,558,5943,594,5934,711,646,5912,344,365,360,363,583,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,4478,2316,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036])).
% 289.81/289.55 cnf(6002,plain,
% 289.81/289.55 (~P12(a3,f18(a3,x60021,f7(a3)),x60021)),
% 289.81/289.55 inference(rename_variables,[],[5428])).
% 289.81/289.55 cnf(6008,plain,
% 289.81/289.55 (P12(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f7(a3))),
% 289.81/289.55 inference(scs_inference,[],[418,544,573,678,568,593,5938,5955,557,5911,558,5943,5950,435,594,5934,711,701,646,5912,5942,344,365,360,363,583,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5372,4478,5982,2316,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660])).
% 289.81/289.55 cnf(6009,plain,
% 289.81/289.55 (P12(a3,x60091,x60091)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(6015,plain,
% 289.81/289.55 (~E(f35(f35(f22(x60151,f18(a2,x60152,f18(a2,x60153,f7(a2))),x60154),x60155),f6(a2)),f6(a2))),
% 289.81/289.55 inference(scs_inference,[],[418,489,544,573,555,678,568,593,5938,5955,557,5911,558,5943,5950,6009,405,435,458,465,594,5934,711,701,646,5912,5942,516,344,708,365,360,363,583,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5031,5372,4478,5982,2316,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081])).
% 289.81/289.55 cnf(6016,plain,
% 289.81/289.55 (~P13(a2,f35(f35(f22(x60161,f18(a2,x60162,x60163),x60164),x60165),f6(a2)),x60163)),
% 289.81/289.55 inference(rename_variables,[],[5031])).
% 289.81/289.55 cnf(6018,plain,
% 289.81/289.55 (P13(a2,f6(a2),f18(a2,f18(a2,x60181,f7(a2)),x60182))),
% 289.81/289.55 inference(scs_inference,[],[418,489,544,573,555,635,678,568,593,5938,5955,557,5911,558,5943,5950,6009,405,435,458,465,594,5934,711,701,646,5912,5942,516,344,708,365,360,363,583,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,4684,5031,5372,4478,5982,2316,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031])).
% 289.81/289.55 cnf(6022,plain,
% 289.81/289.55 (P12(a2,f20(f6(a1)),x60221)),
% 289.81/289.55 inference(scs_inference,[],[418,489,544,573,555,635,678,568,593,5938,5955,557,5911,558,5943,5950,6009,405,435,458,465,594,5934,711,701,646,5912,5942,516,344,708,365,360,363,583,5924,352,420,408,578,437,407,579,4831,5469,2347,5619,3193,4726,5043,4684,5031,5372,4478,5982,2316,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5506,5063,2717,4388,2064,3738,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104])).
% 289.81/289.55 cnf(6034,plain,
% 289.81/289.55 (P13(a2,x60341,f18(a2,f18(a2,x60342,x60341),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6042,plain,
% 289.81/289.55 (~E(f18(a3,x60421,f7(a3)),x60421)),
% 289.81/289.55 inference(rename_variables,[],[4459])).
% 289.81/289.55 cnf(6046,plain,
% 289.81/289.55 (P12(a1,f35(f35(f21(a1),f7(a1)),x60461),f35(f35(f21(a1),f7(a1)),f35(f35(f17(a2),x60461),x60461)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,507,693,544,573,555,635,623,678,510,568,593,5938,5955,601,556,557,5911,558,5943,5950,6009,405,435,458,465,594,5934,711,701,646,5912,5942,516,398,344,708,365,714,360,363,583,5924,352,420,408,361,691,578,437,407,579,3794,4831,5469,4404,2347,4459,3714,5619,3193,4726,5043,4684,5031,5372,4478,5982,2316,2210,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5063,2717,4388,2064,3738,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630])).
% 289.81/289.55 cnf(6050,plain,
% 289.81/289.55 (~P14(a1,f23(a1,f35(f35(f17(a1),f18(a1,f7(a1),f12(a1,x60501))),f35(f35(f17(a1),f6(a1)),f36(x60502,x60503))),f6(f112(a1))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,507,693,544,573,555,635,623,678,510,568,593,5938,5955,601,556,557,5911,558,5943,5950,6009,405,435,458,465,594,5934,711,701,646,5912,5942,617,516,398,344,708,365,714,360,363,583,5924,352,420,408,361,691,578,437,407,579,3794,4831,5469,4404,2347,4459,3714,5619,3193,4726,5043,4684,5031,5372,4478,5982,2316,2210,2165,5988,2506,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312])).
% 289.81/289.55 cnf(6053,plain,
% 289.81/289.55 (P12(a1,x60531,f32(a2,f20(x60531)))),
% 289.81/289.55 inference(rename_variables,[],[585])).
% 289.81/289.55 cnf(6056,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f12(a1,x60561),f7(a1)),x60561)),
% 289.81/289.55 inference(rename_variables,[],[715])).
% 289.81/289.55 cnf(6059,plain,
% 289.81/289.55 (P12(a2,x60591,f35(f35(f17(a2),x60591),x60591))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6062,plain,
% 289.81/289.55 (P12(a2,x60621,f35(f35(f17(a2),x60621),x60621))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6066,plain,
% 289.81/289.55 (P12(a2,x60661,f18(a2,f18(a2,f35(f35(f17(a2),x60662),x60663),f18(a2,f35(f35(f17(a2),f16(a2,x60662,x60662)),x60663),x60661)),x60664))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,568,593,5938,5955,6059,6062,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,494,516,398,344,708,365,714,360,363,583,5924,352,420,408,361,691,578,437,407,579,3794,4831,5469,4404,2347,4459,3714,5619,3193,4726,5043,4684,5031,5372,4478,5982,2316,2210,2165,5988,2506,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672])).
% 289.81/289.55 cnf(6069,plain,
% 289.81/289.55 (~P13(a1,f6(a1),f35(f35(f17(a1),f16(a2,f18(a2,f6(a1),x60691),x60691)),f16(a2,f18(a2,f6(a1),x60691),x60691)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,494,516,398,344,708,365,714,360,363,583,5924,352,420,408,361,691,578,437,407,579,3794,4831,5469,4404,2347,4459,3714,5619,3193,4726,5043,4684,5031,5372,4478,5982,2316,2210,2165,5988,2506,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207])).
% 289.81/289.55 cnf(6070,plain,
% 289.81/289.55 (E(f16(a2,f18(a2,x60701,x60702),x60702),x60701)),
% 289.81/289.55 inference(rename_variables,[],[599])).
% 289.81/289.55 cnf(6072,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f17(a2),f18(a2,f18(a2,x60721,f18(a2,f6(a2),f7(a2))),f7(a2))),f18(a2,f18(a2,x60721,f18(a2,f6(a2),f7(a2))),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,494,516,398,344,708,365,714,360,363,583,5924,352,420,408,361,691,578,437,407,579,3794,4831,5469,4404,2347,4459,3714,5619,3193,4726,5043,4684,4540,5031,5372,5344,4478,5982,2316,2210,2165,5988,2506,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610])).
% 289.81/289.55 cnf(6073,plain,
% 289.81/289.55 (~P13(a2,x60731,f16(a2,x60732,x60732))),
% 289.81/289.55 inference(rename_variables,[],[5344])).
% 289.81/289.55 cnf(6076,plain,
% 289.81/289.55 (P12(a2,x60761,f35(f35(f17(a2),x60761),x60761))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6084,plain,
% 289.81/289.55 (P12(a2,x60841,f35(f35(f17(a2),x60841),x60841))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6088,plain,
% 289.81/289.55 (~P12(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,647,494,516,621,398,344,367,708,365,714,360,363,583,5924,352,420,408,361,438,691,578,437,407,579,3794,4831,5469,4144,4404,2347,4794,4459,3714,5619,3193,4726,5043,4684,4540,5031,5372,5344,4478,5982,2316,2210,2165,5988,2506,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2648,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795])).
% 289.81/289.55 cnf(6090,plain,
% 289.81/289.55 (~P13(a3,f35(f35(f21(a3),f12(a3,f13(a3,x60901,x60901))),f18(a2,f6(a2),f7(a2))),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,647,494,516,621,398,344,367,708,365,714,360,363,583,5924,352,420,408,361,438,691,578,437,407,579,3794,4831,5469,4144,4404,2347,4794,4459,3714,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,4478,5982,2316,2210,2165,5988,2506,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2648,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645])).
% 289.81/289.55 cnf(6094,plain,
% 289.81/289.55 (~P13(a2,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,647,494,516,621,398,344,367,708,365,714,360,363,583,5924,352,420,408,361,438,691,578,437,407,579,3794,4831,5469,4144,4404,2347,4794,4459,3714,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,2165,5988,2506,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2648,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225])).
% 289.81/289.55 cnf(6096,plain,
% 289.81/289.55 (~P13(a2,f18(a2,f18(a2,f35(f35(f17(a2),x60961),x60962),f18(a2,f35(f35(f17(a2),f16(a2,x60961,x60961)),x60962),x60963)),x60964),x60963)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,647,494,516,621,398,344,367,708,365,714,360,363,583,5924,352,420,408,361,438,691,578,437,407,579,3794,4831,5469,4144,4404,2347,4794,4459,3714,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2648,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460])).
% 289.81/289.55 cnf(6101,plain,
% 289.81/289.55 (~P13(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f6(a3)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,647,494,516,621,398,350,344,367,708,365,714,360,363,583,5924,352,420,408,361,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,2347,4794,4459,3714,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5475,4698,5393,5506,5245,5063,2717,4388,2560,2064,3738,2648,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113])).
% 289.81/289.55 cnf(6110,plain,
% 289.81/289.55 (P13(a1,x61101,f18(a1,f32(a2,f30(x61101)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(6120,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f17(a2),f18(a2,x61201,f7(a2))),f35(f35(f17(a2),f18(a2,x61201,f7(a2))),f18(a2,x61201,f7(a2)))),x61201)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,6110,647,494,516,621,398,350,344,367,708,467,365,714,360,363,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448])).
% 289.81/289.55 cnf(6121,plain,
% 289.81/289.55 (P12(a2,x61211,f35(f35(f17(a2),x61211),f35(f35(f17(a2),x61211),x61211)))),
% 289.81/289.55 inference(rename_variables,[],[636])).
% 289.81/289.55 cnf(6123,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f18(a2,x61231,f18(a2,f6(a2),f7(a2))),f18(a2,x61232,x61233)),x61232)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,6110,647,494,516,621,398,350,344,367,708,467,365,714,360,363,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,4983,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221])).
% 289.81/289.55 cnf(6124,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f18(a2,x61241,f18(a2,f6(a2),f7(a2))),x61242),x61242)),
% 289.81/289.55 inference(rename_variables,[],[4983])).
% 289.81/289.55 cnf(6126,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f18(a2,x61261,f18(a2,f6(a2),f7(a2))),f18(a2,x61262,x61263)),x61263)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,6110,647,494,516,621,398,350,344,367,708,467,365,714,360,363,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219])).
% 289.81/289.55 cnf(6127,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f18(a2,x61271,f18(a2,f6(a2),f7(a2))),x61272),x61272)),
% 289.81/289.55 inference(rename_variables,[],[4983])).
% 289.81/289.55 cnf(6130,plain,
% 289.81/289.55 (P13(a2,x61301,f18(a2,f18(a2,x61301,x61302),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[647])).
% 289.81/289.55 cnf(6135,plain,
% 289.81/289.55 (P13(f112(a1),f6(f112(a1)),f19(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x61351,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x61351,f18(a2,f6(f112(a1)),f7(a2))))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,6110,647,494,516,621,398,350,344,367,708,467,365,714,360,363,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,3193,4726,5043,4136,4684,4540,5031,5372,5344,2143,4478,5982,2316,2210,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5435,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142])).
% 289.81/289.55 cnf(6137,plain,
% 289.81/289.55 (~P13(a1,f35(f35(f17(a1),x61371),f35(f35(f17(a1),f6(a1)),f35(f35(f17(a1),f6(a1)),f32(a2,f6(a2))))),f35(f35(f17(a1),x61371),f35(f35(f17(a1),f6(a1)),f35(f35(f17(a1),f32(a2,f6(a2))),f32(a2,f6(a2))))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,617,6110,647,494,516,621,398,350,344,367,708,467,365,714,360,363,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,3193,4726,5921,5043,4136,4684,5920,4540,5031,5372,5344,2143,4478,5982,2316,2210,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5435,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735])).
% 289.81/289.55 cnf(6142,plain,
% 289.81/289.55 (~P13(a1,f32(a2,x61421),f6(a1))),
% 289.81/289.55 inference(rename_variables,[],[710])).
% 289.81/289.55 cnf(6144,plain,
% 289.81/289.55 (P12(a1,x61441,f18(a1,f12(a1,x61441),f7(a1)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,6056,617,6110,647,494,516,621,398,350,344,367,708,348,467,365,714,360,363,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,5601,3193,4726,5921,5043,4136,4684,5920,4540,5031,5372,5344,2143,4478,5982,2316,2210,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5435,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976])).
% 289.81/289.55 cnf(6148,plain,
% 289.81/289.55 (~P13(a1,f18(a1,x61481,a113),f18(a1,x61481,f33(a5,a120)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,601,636,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,6056,617,6110,647,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,2347,4794,2070,4459,3714,5647,5619,5601,3193,4726,5921,5043,4136,4684,5920,4540,5031,5372,5344,2143,4478,5982,2316,2210,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5435,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688])).
% 289.81/289.55 cnf(6156,plain,
% 289.81/289.55 (P12(a2,x61561,f35(f35(f17(a2),x61561),x61561))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6157,plain,
% 289.81/289.55 (P13(a2,x61571,f18(a2,f18(a2,x61572,x61571),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6163,plain,
% 289.81/289.55 (P12(a2,x61631,f16(a2,f18(a2,x61631,x61632),x61632))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,6056,617,6110,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,3807,2347,4794,2070,4459,3714,5647,5619,5601,3193,4726,5921,5605,5043,4136,4684,5920,4540,5031,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,5435,4475,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686])).
% 289.81/289.55 cnf(6170,plain,
% 289.81/289.55 (P13(a1,x61701,f18(a1,f32(a2,f30(x61701)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(6171,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f12(a1,x61711),f7(a1)),x61711)),
% 289.81/289.55 inference(rename_variables,[],[715])).
% 289.81/289.55 cnf(6173,plain,
% 289.81/289.55 (~P13(a2,x61731,f35(f35(f17(a2),x61732),f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,715,6056,617,6110,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,3807,2347,4794,2070,4459,3714,5647,5619,5601,3193,4726,5921,5605,5043,4136,4684,5920,4540,5031,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911])).
% 289.81/289.55 cnf(6176,plain,
% 289.81/289.55 (~P13(a2,f35(f35(f22(x61761,f18(a2,x61762,x61763),x61764),x61765),f6(a2)),x61763)),
% 289.81/289.55 inference(rename_variables,[],[5031])).
% 289.81/289.55 cnf(6179,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f35(f35(f17(a1),x61791),x61792),f18(a1,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x61793,x61791)),x61792),x61794)),f7(a1))),f18(a1,f35(f35(f17(a1),x61793),x61792),x61794))),
% 289.81/289.55 inference(rename_variables,[],[2436])).
% 289.81/289.55 cnf(6182,plain,
% 289.81/289.55 (P13(a2,x61821,f18(a2,f18(a2,x61822,x61821),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6183,plain,
% 289.81/289.55 (P12(a2,x61831,f35(f35(f17(a2),x61831),x61831))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6185,plain,
% 289.81/289.55 (~P13(a2,f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2)),f18(a2,f16(a2,f6(a2),f6(a2)),f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,701,646,5912,5942,6034,6157,715,6056,617,6110,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,5469,4144,4404,4904,3807,2347,4794,2070,4459,3714,5647,5619,5601,3193,4726,5921,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361])).
% 289.81/289.55 cnf(6188,plain,
% 289.81/289.55 (P12(a1,f16(a1,f33(a5,f18(a5,x61881,x61882)),f33(a5,x61881)),f33(a5,x61882))),
% 289.81/289.55 inference(rename_variables,[],[675])).
% 289.81/289.55 cnf(6191,plain,
% 289.81/289.55 (P12(a2,x61911,f35(f35(f17(a2),x61911),x61911))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6192,plain,
% 289.81/289.55 (E(f35(f35(f17(a2),x61921),f6(a2)),f6(a2))),
% 289.81/289.55 inference(rename_variables,[],[555])).
% 289.81/289.55 cnf(6195,plain,
% 289.81/289.55 (P12(a2,x61951,f35(f35(f17(a2),x61951),x61951))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6196,plain,
% 289.81/289.55 (P12(a1,x61961,f32(a2,f20(x61961)))),
% 289.81/289.55 inference(rename_variables,[],[585])).
% 289.81/289.55 cnf(6199,plain,
% 289.81/289.55 (~E(f18(a3,x61991,f7(a3)),x61991)),
% 289.81/289.55 inference(rename_variables,[],[4459])).
% 289.81/289.55 cnf(6204,plain,
% 289.81/289.55 (P12(a2,x62041,f35(f35(f17(a2),x62041),x62041))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6208,plain,
% 289.81/289.55 (~P13(a2,f6(a2),f16(a2,f35(f35(f17(a2),f6(a2)),x62081),f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,715,6056,617,6110,675,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,4134,5469,4144,4404,4904,3807,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558])).
% 289.81/289.55 cnf(6210,plain,
% 289.81/289.55 (~P13(a2,f18(a2,f18(a2,x62101,f16(a2,x62102,x62103)),x62103),x62102)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,715,6056,617,6110,675,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,438,691,578,437,407,579,3794,4831,4756,4134,5469,4144,4404,4904,3807,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556])).
% 289.81/289.55 cnf(6211,plain,
% 289.81/289.55 (~P13(a2,f18(a2,x62111,x62112),x62112)),
% 289.81/289.55 inference(rename_variables,[],[711])).
% 289.81/289.55 cnf(6213,plain,
% 289.81/289.55 (P10(f18(a2,f35(f35(f17(a2),f16(a2,x62131,x62131)),x62132),a2))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,715,6056,617,6110,675,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4831,4756,4134,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286])).
% 289.81/289.55 cnf(6214,plain,
% 289.81/289.55 (~P12(a3,f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f6(a3)),f7(a3)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,715,6056,617,6110,675,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4831,4756,4134,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173])).
% 289.81/289.55 cnf(6220,plain,
% 289.81/289.55 (P13(a2,x62201,f18(a2,f18(a2,x62202,x62201),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6225,plain,
% 289.81/289.55 (~E(f35(f35(f17(a2),f18(a2,x62251,f7(a2))),f18(a2,x62251,f7(a2))),f6(a2))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887])).
% 289.81/289.55 cnf(6227,plain,
% 289.81/289.55 (~P13(a3,f6(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438])).
% 289.81/289.55 cnf(6229,plain,
% 289.81/289.55 (~E(f18(a2,x62291,f18(a2,x62292,f7(a2))),x62291)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,344,367,708,348,467,365,714,360,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941])).
% 289.81/289.55 cnf(6231,plain,
% 289.81/289.55 (~P12(a1,f16(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120))),f6(a1))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,344,367,708,348,467,365,714,360,421,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400])).
% 289.81/289.55 cnf(6237,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x62371,x62371)),x62372),f18(a2,f18(a2,x62373,f7(a2)),f18(a2,f35(f35(f17(a2),x62371),x62372),x62374))),x62374)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,711,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,344,367,708,348,467,365,604,714,360,421,363,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042])).
% 289.81/289.55 cnf(6241,plain,
% 289.81/289.55 (~P13(a2,f18(a2,x62411,x62412),x62412)),
% 289.81/289.55 inference(rename_variables,[],[711])).
% 289.81/289.55 cnf(6244,plain,
% 289.81/289.55 (E(f18(a2,x62441,f18(a2,x62442,x62443)),f18(a2,x62442,f18(a2,x62441,x62443)))),
% 289.81/289.55 inference(rename_variables,[],[626])).
% 289.81/289.55 cnf(6249,plain,
% 289.81/289.55 (~P12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x62491,x62492)),x62493),f12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x62492,x62491)),x62493),x62494),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),x62494)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,626,6244,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,5954,711,6211,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,344,367,708,348,467,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,4698,2436,4657,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046])).
% 289.81/289.55 cnf(6251,plain,
% 289.81/289.55 (~P13(a3,x62511,f18(a3,f35(f35(f17(a3),f16(a3,x62512,x62513)),x62514),f18(a3,f35(f35(f17(a3),f16(a3,x62513,x62512)),x62514),x62511)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,626,6244,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,5954,711,6211,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,344,367,708,348,467,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045])).
% 289.81/289.55 cnf(6253,plain,
% 289.81/289.55 (~E(x62531,f18(a5,f35(f35(f17(a5),f16(a5,x62532,x62533)),x62534),f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x62533,x62532)),x62534),x62531),f7(a2))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,626,6244,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,5954,711,6211,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,434,344,367,708,348,467,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989])).
% 289.81/289.55 cnf(6256,plain,
% 289.81/289.55 (~P12(a3,f18(a3,x62561,f7(a3)),x62561)),
% 289.81/289.55 inference(rename_variables,[],[5428])).
% 289.81/289.55 cnf(6257,plain,
% 289.81/289.55 (P12(a3,x62571,x62571)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(6259,plain,
% 289.81/289.55 (P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f13(a3,x62591,f7(a3))),f18(a3,f6(a3),f6(a3))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,601,626,6244,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,5954,711,6211,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,617,6110,6170,675,647,411,468,494,516,621,398,350,434,344,367,708,348,467,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960])).
% 289.81/289.55 cnf(6266,plain,
% 289.81/289.55 (P13(a1,x62661,f18(a1,f32(a2,f30(x62661)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(6267,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f12(a1,x62671),f7(a1)),x62671)),
% 289.81/289.55 inference(rename_variables,[],[715])).
% 289.81/289.55 cnf(6269,plain,
% 289.81/289.55 (~E(f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2)),f16(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,601,626,6244,636,401,556,557,5911,558,5943,5950,6009,405,435,447,458,465,594,5934,5954,711,6211,585,6053,701,646,5912,5942,6034,6157,6182,715,6056,6171,617,6110,6170,675,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432])).
% 289.81/289.55 cnf(6270,plain,
% 289.81/289.55 (P12(a2,x62701,f35(f35(f17(a2),x62701),x62701))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6271,plain,
% 289.81/289.55 (~E(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x62711))),
% 289.81/289.55 inference(rename_variables,[],[5420])).
% 289.81/289.55 cnf(6272,plain,
% 289.81/289.55 (P12(a2,x62721,f18(a2,x62721,x62722))),
% 289.81/289.55 inference(rename_variables,[],[595])).
% 289.81/289.55 cnf(6275,plain,
% 289.81/289.55 (P13(a2,x62751,f18(a2,f18(a2,x62752,x62751),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6278,plain,
% 289.81/289.55 (P12(a1,x62781,x62781)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(6285,plain,
% 289.81/289.55 (P12(a1,x62851,x62851)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(6287,plain,
% 289.81/289.55 (P12(a1,f35(f35(f17(a1),f6(a1)),f32(a2,f20(x62871))),f35(f35(f17(a1),f6(a1)),x62871))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639])).
% 289.81/289.55 cnf(6288,plain,
% 289.81/289.55 (P12(a1,x62881,x62881)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(6292,plain,
% 289.81/289.55 (~P13(a3,f14(a3,f13(a3,x62921,x62922),x62922),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5452,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487])).
% 289.81/289.55 cnf(6294,plain,
% 289.81/289.55 (~P13(a3,f6(a3),f18(a3,f35(f35(f17(a3),f14(a3,x62941,f6(a3))),f14(a3,x62941,f6(a3))),f35(f35(f17(a3),f14(a3,x62941,f6(a3))),f14(a3,x62941,f6(a3)))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5452,5063,2717,4388,2560,2064,3855,3738,2554,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945])).
% 289.81/289.55 cnf(6297,plain,
% 289.81/289.55 (P12(a3,x62971,x62971)),
% 289.81/289.55 inference(rename_variables,[],[558])).
% 289.81/289.55 cnf(6303,plain,
% 289.81/289.55 (P13(a3,f16(a3,f18(a3,f16(a3,x63031,f7(a3)),f7(a3)),f7(a3)),x63031)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5452,5063,2717,4388,2560,2064,3855,3738,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363])).
% 289.81/289.55 cnf(6306,plain,
% 289.81/289.55 (P12(a2,f18(a2,x63061,x63062),f18(a2,f18(a2,x63061,f7(a2)),x63062))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,5344,2143,4478,5982,2316,2210,5339,4983,6124,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5452,5063,2717,4388,2560,2064,3855,3738,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015])).
% 289.81/289.55 cnf(6317,plain,
% 289.81/289.55 (~P12(a2,f16(a2,f18(a2,f18(a2,x63171,f18(a2,f6(a2),f7(a2))),f18(a2,x63172,x63173)),x63173),x63172)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,4457,5245,5452,5063,2717,4388,2560,2064,3855,3738,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555])).
% 289.81/289.55 cnf(6321,plain,
% 289.81/289.55 (~E(x63211,f35(f35(f17(a3),f7(a3)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x63212),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),x63212),f14(a3,f18(a3,x63211,f13(a3,f6(a3),f7(a3))),f7(a3))),f7(a2)))))),
% 289.81/289.55 inference(rename_variables,[],[5469])).
% 289.81/289.55 cnf(6322,plain,
% 289.81/289.55 (P12(a2,f6(a2),x63221)),
% 289.81/289.55 inference(rename_variables,[],[566])).
% 289.81/289.55 cnf(6326,plain,
% 289.81/289.55 (~P13(a3,f13(a3,x63261,f7(a3)),f6(a3))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,557,5911,558,5943,5950,6009,6257,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,566,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,5068,4457,5245,5452,5063,2717,4388,2560,2064,3855,3738,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444])).
% 289.81/289.55 cnf(6332,plain,
% 289.81/289.55 (~P13(a1,f6(a1),f32(a2,f30(f6(a1))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,566,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,5068,4457,5245,5452,5063,2717,4388,2560,2064,3409,3855,3738,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304])).
% 289.81/289.55 cnf(6333,plain,
% 289.81/289.55 (~P13(a2,x63331,x63331)),
% 289.81/289.55 inference(rename_variables,[],[696])).
% 289.81/289.55 cnf(6334,plain,
% 289.81/289.55 (P12(a1,x63341,x63341)),
% 289.81/289.55 inference(rename_variables,[],[556])).
% 289.81/289.55 cnf(6336,plain,
% 289.81/289.55 (~P13(a3,f35(f35(f17(a3),f16(a3,x63361,x63361)),x63362),f35(f35(f17(a3),f16(a3,f16(a3,x63363,x63364),f16(a3,x63363,x63364))),x63365))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,566,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,5068,4457,5245,5452,5063,2717,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611])).
% 289.81/289.55 cnf(6337,plain,
% 289.81/289.55 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x63371,x63371)),x63372),x63373),x63373)),
% 289.81/289.55 inference(rename_variables,[],[2430])).
% 289.81/289.55 cnf(6342,plain,
% 289.81/289.55 (P13(a2,x63421,f18(a2,f18(a2,x63422,x63421),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6344,plain,
% 289.81/289.55 (~P13(a3,f6(a3),f16(a3,f16(a3,x63441,x63442),f16(a3,x63441,x63442)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,566,621,398,350,434,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,2398,2415,2095,4483,5428,5929,5997,6002,5464,2182,5435,4475,5475,4152,2434,4698,2436,4657,5393,5506,5068,4457,5245,5452,5063,2717,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570])).
% 289.81/289.55 cnf(6347,plain,
% 289.81/289.55 (P13(a2,x63471,f18(a2,f18(a2,x63472,x63471),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[646])).
% 289.81/289.55 cnf(6356,plain,
% 289.81/289.55 (P12(a2,x63561,x63561)),
% 289.81/289.55 inference(rename_variables,[],[557])).
% 289.81/289.55 cnf(6361,plain,
% 289.81/289.55 (~P13(a1,f35(f35(f17(a1),f20(f6(a1))),x63611),f35(f35(f17(a1),f6(a2)),x63611))),
% 289.81/289.55 inference(rename_variables,[],[5226])).
% 289.81/289.55 cnf(6362,plain,
% 289.81/289.55 (~P13(a1,f35(f35(f17(a1),x63621),f6(a1)),f35(f35(f17(a1),x63622),f6(a1)))),
% 289.81/289.55 inference(rename_variables,[],[4729])).
% 289.81/289.55 cnf(6368,plain,
% 289.81/289.55 (~P12(a2,f16(a2,f18(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f7(a2)),f6(a2)),f16(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851])).
% 289.81/289.55 cnf(6369,plain,
% 289.81/289.55 (~P12(a2,f18(a2,x63691,f7(a2)),x63691)),
% 289.81/289.55 inference(rename_variables,[],[713])).
% 289.81/289.55 cnf(6370,plain,
% 289.81/289.55 (P12(a2,x63701,f35(f35(f17(a2),x63701),x63701))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6371,plain,
% 289.81/289.55 (P12(a2,f6(a2),x63711)),
% 289.81/289.55 inference(rename_variables,[],[566])).
% 289.81/289.55 cnf(6378,plain,
% 289.81/289.55 (~P12(a1,f35(f35(f17(a1),f16(a1,f16(a1,x63781,f7(a1)),f32(a2,f30(x63781)))),f6(a1)),f35(f35(f17(a1),f16(a1,f16(a1,x63781,f7(a1)),f32(a2,f30(x63781)))),f35(f35(f17(a1),f7(a1)),f7(a1))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,617,6110,6170,675,6188,659,647,595,411,468,494,516,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2746,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793])).
% 289.81/289.55 cnf(6383,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f12(a1,x63831),f7(a1)),x63831)),
% 289.81/289.55 inference(rename_variables,[],[715])).
% 289.81/289.55 cnf(6389,plain,
% 289.81/289.55 (~E(f18(a2,f18(a3,f6(a2),f7(a3)),x63891),f6(a2))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2746,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914])).
% 289.81/289.55 cnf(6390,plain,
% 289.81/289.55 (~E(f18(a3,x63901,f7(a3)),x63901)),
% 289.81/289.55 inference(rename_variables,[],[4459])).
% 289.81/289.55 cnf(6392,plain,
% 289.81/289.55 (~E(f18(a2,x63921,f18(a3,f6(a2),f7(a3))),x63921)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2746,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904])).
% 289.81/289.55 cnf(6393,plain,
% 289.81/289.55 (~E(f18(a3,x63931,f7(a3)),x63931)),
% 289.81/289.55 inference(rename_variables,[],[4459])).
% 289.81/289.55 cnf(6395,plain,
% 289.81/289.55 (~P13(a1,f6(a1),f32(a2,f16(a2,x63951,x63951)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2746,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124])).
% 289.81/289.55 cnf(6396,plain,
% 289.81/289.55 (~P13(a2,x63961,f16(a2,x63962,x63962))),
% 289.81/289.55 inference(rename_variables,[],[5344])).
% 289.81/289.55 cnf(6400,plain,
% 289.81/289.55 (P12(a2,f35(f35(f17(a2),x64001),f16(a2,x64002,x64002)),f35(f35(f17(a2),x64003),f16(a2,x64002,x64002)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2746,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333])).
% 289.81/289.55 cnf(6403,plain,
% 289.81/289.55 (P12(a2,f16(a2,x64031,x64031),x64032)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3855,3738,2430,2554,2101,2648,4306,3745,2746,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557])).
% 289.81/289.55 cnf(6410,plain,
% 289.81/289.55 (E(f18(a2,f35(f35(f17(a2),x64101),f14(a2,x64102,x64101)),f13(a2,x64102,x64101)),x64102)),
% 289.81/289.55 inference(rename_variables,[],[3439])).
% 289.81/289.55 cnf(6411,plain,
% 289.81/289.55 (~E(f35(f35(f17(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),x64111),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.55 inference(rename_variables,[],[5015])).
% 289.81/289.55 cnf(6413,plain,
% 289.81/289.55 (~P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f7(a2)),f7(a2)),f16(a2,f6(a2),f6(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553])).
% 289.81/289.55 cnf(6417,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f17(a2),f7(a2)),f7(a2)),f16(a2,f35(f35(f17(a2),f7(a2)),f7(a2)),f7(a2)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,6369,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695])).
% 289.81/289.55 cnf(6418,plain,
% 289.81/289.55 (P12(a2,x64181,f35(f35(f17(a2),x64181),x64181))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6419,plain,
% 289.81/289.55 (~P12(a2,f18(a2,x64191,f7(a2)),x64191)),
% 289.81/289.55 inference(rename_variables,[],[713])).
% 289.81/289.55 cnf(6424,plain,
% 289.81/289.55 (~P13(a1,f18(a1,f35(f35(f17(a1),f16(a1,x64241,x64242)),x64243),f18(a1,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x64242,x64241)),x64243),x64244)),f7(a1))),x64244)),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,6369,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047])).
% 289.81/289.55 cnf(6426,plain,
% 289.81/289.55 (~P12(a2,f35(f35(f21(a2),f18(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f7(a2))),f18(a2,x64261,f7(a2))),f35(f35(f21(a2),f35(f35(f17(a2),f6(a2)),f6(a2))),f18(a2,x64261,f7(a2))))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993])).
% 289.81/289.55 cnf(6427,plain,
% 289.81/289.55 (~P12(a2,f18(a2,x64271,f7(a2)),x64271)),
% 289.81/289.55 inference(rename_variables,[],[713])).
% 289.81/289.55 cnf(6428,plain,
% 289.81/289.55 (P12(a2,x64281,f35(f35(f17(a2),x64281),x64281))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6432,plain,
% 289.81/289.55 (P12(a3,f18(a3,f6(a3),f6(a3)),f7(a3))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362])).
% 289.81/289.55 cnf(6435,plain,
% 289.81/289.55 (P12(a2,x64351,f35(f35(f17(a2),x64351),x64351))),
% 289.81/289.55 inference(rename_variables,[],[593])).
% 289.81/289.55 cnf(6441,plain,
% 289.81/289.55 (~E(f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3)))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831])).
% 289.81/289.55 cnf(6445,plain,
% 289.81/289.55 (~E(f18(a2,x64451,f7(a2)),f6(a2))),
% 289.81/289.55 inference(rename_variables,[],[708])).
% 289.81/289.55 cnf(6447,plain,
% 289.81/289.55 (P13(a1,f16(a1,f33(a5,x64471),f18(a1,f32(a2,f30(f33(a5,x64471))),f7(a1))),f6(a1))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292])).
% 289.81/289.55 cnf(6448,plain,
% 289.81/289.55 (P13(a1,x64481,f18(a1,f32(a2,f30(x64481)),f7(a1)))),
% 289.81/289.55 inference(rename_variables,[],[617])).
% 289.81/289.55 cnf(6453,plain,
% 289.81/289.55 (P12(a2,f13(a2,x64531,x64532),f35(f35(f17(a2),x64531),x64531))),
% 289.81/289.55 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5226,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196])).
% 289.81/289.55 cnf(6454,plain,
% 289.81/289.55 (P12(a2,f13(a2,x64541,x64542),x64541)),
% 289.81/289.55 inference(rename_variables,[],[598])).
% 289.81/289.55 cnf(6463,plain,
% 289.81/289.55 (P12(a2,x64631,f18(a2,x64632,x64631))),
% 289.81/289.55 inference(rename_variables,[],[594])).
% 289.81/289.55 cnf(6466,plain,
% 289.81/289.56 (P12(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f6(a3)),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.56 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010])).
% 289.81/289.56 cnf(6473,plain,
% 289.81/289.56 (~P13(a2,x64731,f18(a2,f16(a2,f16(a2,x64731,x64732),f16(a2,x64731,x64732)),f16(a2,x64731,x64732)))),
% 289.81/289.56 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226])).
% 289.81/289.56 cnf(6474,plain,
% 289.81/289.56 (~P13(a2,x64741,f18(a2,f16(a2,x64741,x64741),x64741))),
% 289.81/289.56 inference(rename_variables,[],[2316])).
% 289.81/289.56 cnf(6480,plain,
% 289.81/289.56 (E(f18(a2,x64801,f16(a2,f18(a2,x64802,x64801),x64801)),f18(a2,x64802,x64801))),
% 289.81/289.56 inference(scs_inference,[],[418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158])).
% 289.81/289.56 cnf(6482,plain,
% 289.81/289.56 (E(x64821,f18(a3,x64821,f35(f35(f17(a3),f16(a3,x64822,x64822)),x64823)))),
% 289.81/289.56 inference(scs_inference,[],[380,418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,4053,2441,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118])).
% 289.81/289.56 cnf(6485,plain,
% 289.81/289.56 (E(x64851,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x64852,x64852)),x64853),x64851),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[380,418,489,497,507,693,694,544,573,555,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,373,401,556,6278,6285,6288,557,5911,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,2812,5469,5973,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,3827,4844,3714,5647,4053,2441,4055,5183,5619,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3409,3439,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117])).
% 289.81/289.56 cnf(6499,plain,
% 289.81/289.56 (P13(a2,x64991,f18(a2,f18(a2,x64992,x64991),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6504,plain,
% 289.81/289.56 (~E(f35(f35(f17(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),x65041),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[5015])).
% 289.81/289.56 cnf(6511,plain,
% 289.81/289.56 (P12(a3,f6(a3),f35(f35(f21(a3),f12(a3,x65111)),x65112))),
% 289.81/289.56 inference(rename_variables,[],[618])).
% 289.81/289.56 cnf(6514,plain,
% 289.81/289.56 (~E(f18(a3,x65141,f7(a3)),x65141)),
% 289.81/289.56 inference(rename_variables,[],[4459])).
% 289.81/289.56 cnf(6522,plain,
% 289.81/289.56 (E(f35(f35(f17(a2),f18(a2,f18(a2,x65221,f6(a2)),f7(a2))),f35(f35(f17(a2),f14(a2,f6(a2),f18(a2,f18(a2,x65221,f6(a2)),f7(a2)))),f7(a2))),f6(a2))),
% 289.81/289.56 inference(scs_inference,[],[380,418,489,497,507,693,694,544,573,555,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,699,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,2441,4055,5183,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915])).
% 289.81/289.56 cnf(6529,plain,
% 289.81/289.56 (~E(f18(a2,x65291,f6(f112(a5))),f18(a2,x65291,a114))),
% 289.81/289.56 inference(scs_inference,[],[380,418,489,497,507,693,694,544,573,555,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,699,713,6369,6419,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,2441,4055,5183,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079])).
% 289.81/289.56 cnf(6535,plain,
% 289.81/289.56 (~P12(a2,f18(a2,x65351,f35(f35(f17(a2),f7(a2)),f35(f35(f17(a2),f7(a2)),f7(a2)))),x65351)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,4935,2441,4055,5183,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607])).
% 289.81/289.56 cnf(6536,plain,
% 289.81/289.56 (~P12(a2,f18(a2,x65361,f7(a2)),x65361)),
% 289.81/289.56 inference(rename_variables,[],[713])).
% 289.81/289.56 cnf(6542,plain,
% 289.81/289.56 (P13(a2,f35(f35(f17(a2),f6(a2)),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2)))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,617,6110,6170,6266,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,4935,2441,4055,5183,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847])).
% 289.81/289.56 cnf(6545,plain,
% 289.81/289.56 (P12(a2,x65451,f35(f35(f17(a2),x65451),x65451))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(6547,plain,
% 289.81/289.56 (~P12(a1,f18(a1,f12(a1,f18(a1,f32(a2,f30(x65471)),f7(a1))),f7(a1)),x65471)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,4935,2441,4055,5183,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201])).
% 289.81/289.56 cnf(6548,plain,
% 289.81/289.56 (~P13(a1,f18(a1,f12(a1,x65481),f7(a1)),x65481)),
% 289.81/289.56 inference(rename_variables,[],[715])).
% 289.81/289.56 cnf(6556,plain,
% 289.81/289.56 (~P13(a1,f32(a2,f30(f18(a1,x65561,f7(a1)))),x65561)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482])).
% 289.81/289.56 cnf(6559,plain,
% 289.81/289.56 (E(f18(a2,f35(f35(f17(a2),x65591),f6(a2)),x65592),x65592)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815])).
% 289.81/289.56 cnf(6563,plain,
% 289.81/289.56 (P13(a2,x65631,f16(a2,f18(a2,f18(a2,f18(a2,x65631,x65632),f7(a2)),x65633),x65633))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360])).
% 289.81/289.56 cnf(6564,plain,
% 289.81/289.56 (E(f16(a2,f18(a2,x65641,x65642),x65642),x65641)),
% 289.81/289.56 inference(rename_variables,[],[599])).
% 289.81/289.56 cnf(6568,plain,
% 289.81/289.56 (~P27(f16(a2,f18(a2,f35(f35(f22(x65681,a2,x65682),x65683),f6(a2)),x65684),x65684))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264])).
% 289.81/289.56 cnf(6569,plain,
% 289.81/289.56 (E(f16(a2,f18(a2,x65691,x65692),x65692),x65691)),
% 289.81/289.56 inference(rename_variables,[],[599])).
% 289.81/289.56 cnf(6570,plain,
% 289.81/289.56 (~P12(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f16(a2,f6(a2),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172])).
% 289.81/289.56 cnf(6571,plain,
% 289.81/289.56 (P12(a2,x65711,f35(f35(f17(a2),x65711),x65711))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(6573,plain,
% 289.81/289.56 (~E(f35(f35(f17(a2),f18(a2,x65731,f7(a2))),f18(a3,f7(a2),f7(a3))),f18(a2,x65731,f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,601,626,6244,636,6121,373,401,556,6278,6285,6288,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886])).
% 289.81/289.56 cnf(6574,plain,
% 289.81/289.56 (~E(f18(a3,x65741,f7(a3)),x65741)),
% 289.81/289.56 inference(rename_variables,[],[4459])).
% 289.81/289.56 cnf(6576,plain,
% 289.81/289.56 (P12(a1,f32(a2,f13(a2,f30(f6(a1)),x65761)),f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,434,699,713,6369,6419,6427,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287])).
% 289.81/289.56 cnf(6578,plain,
% 289.81/289.56 (P12(a1,x65781,x65781)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(6580,plain,
% 289.81/289.56 (P13(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,699,713,6369,6419,6427,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,5464,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401])).
% 289.81/289.56 cnf(6583,plain,
% 289.81/289.56 (~P12(a2,f18(a2,x65831,f7(a2)),x65831)),
% 289.81/289.56 inference(rename_variables,[],[713])).
% 289.81/289.56 cnf(6588,plain,
% 289.81/289.56 (P12(a2,x65881,x65881)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(6591,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f35(f35(f17(a3),x65911),x65912),x65913),f18(a3,f35(f35(f17(a3),x65914),x65912),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x65911,x65914)),x65912),x65913),f6(a3))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,699,713,6369,6419,6427,6536,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2576,2580,2775,5506,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039])).
% 289.81/289.56 cnf(6595,plain,
% 289.81/289.56 (P13(a3,x65951,f18(a3,x65951,f7(a3)))),
% 289.81/289.56 inference(rename_variables,[],[2092])).
% 289.81/289.56 cnf(6598,plain,
% 289.81/289.56 (P12(a3,x65981,x65981)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(6604,plain,
% 289.81/289.56 (E(f13(f112(a5),f35(f35(f17(f112(a5)),f20(f6(a1))),f20(f6(a1))),x66041),f13(f112(a5),f35(f35(f17(f112(a5)),f6(a2)),f6(a2)),x66041))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871])).
% 289.81/289.56 cnf(6608,plain,
% 289.81/289.56 (~E(f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f6(a3)),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900])).
% 289.81/289.56 cnf(6612,plain,
% 289.81/289.56 (~E(f35(f35(f17(a1),a113),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,2812,5469,5973,6321,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807])).
% 289.81/289.56 cnf(6614,plain,
% 289.81/289.56 (~E(f35(f35(f17(a2),x66141),f35(f35(f17(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),x66142)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182])).
% 289.81/289.56 cnf(6617,plain,
% 289.81/289.56 (P12(a2,f30(f32(a2,x66171)),x66171)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156])).
% 289.81/289.56 cnf(6619,plain,
% 289.81/289.56 (P12(a2,f7(a5),f35(f35(f17(a2),f8(f6(a5))),f8(f6(a5))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,437,407,579,5420,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259])).
% 289.81/289.56 cnf(6620,plain,
% 289.81/289.56 (P12(a2,x66201,f35(f35(f17(a2),x66201),x66201))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(6630,plain,
% 289.81/289.56 (P13(a1,x66301,f32(a2,f52(f36(x66302,x66303),f35(f35(f17(a1),x66301),f36(x66302,x66303)))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718])).
% 289.81/289.56 cnf(6633,plain,
% 289.81/289.56 (~P12(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717])).
% 289.81/289.56 cnf(6634,plain,
% 289.81/289.56 (P13(a2,x66341,f18(a2,f18(a2,x66342,x66341),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6636,plain,
% 289.81/289.56 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x66361,x66361)),x66362),x66363),f18(a2,f35(f35(f17(a2),x66361),x66362),x66363))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034])).
% 289.81/289.56 cnf(6637,plain,
% 289.81/289.56 (P12(a2,x66371,f18(a2,x66372,x66371))),
% 289.81/289.56 inference(rename_variables,[],[594])).
% 289.81/289.56 cnf(6639,plain,
% 289.81/289.56 (~E(f18(a5,f35(f35(f17(a5),f16(a5,x66391,x66392)),x66393),f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x66392,x66391)),x66393),x66394),f7(a2))),x66394)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990])).
% 289.81/289.56 cnf(6641,plain,
% 289.81/289.56 (~E(f16(a1,x66411,f18(a1,f32(a2,f30(x66411)),f7(a1))),f16(a1,a113,f33(a5,a120)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388])).
% 289.81/289.56 cnf(6643,plain,
% 289.81/289.56 (P14(a3,f23(a3,f7(a3),f16(a2,f18(a2,f6(f112(a3)),x66431),x66431)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,6569,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235])).
% 289.81/289.56 cnf(6649,plain,
% 289.81/289.56 (~E(f35(f35(f21(a3),x66491),f35(f35(f17(a2),x66492),f6(a2))),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,6569,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992])).
% 289.81/289.56 cnf(6652,plain,
% 289.81/289.56 (P12(a2,x66521,f35(f35(f17(a2),x66521),x66521))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(6654,plain,
% 289.81/289.56 (P13(a3,f6(a3),f18(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,6569,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259])).
% 289.81/289.56 cnf(6656,plain,
% 289.81/289.56 (~E(f35(f35(f22(x66561,f18(a2,x66562,f18(a2,x66563,f7(a2))),x66564),x66565),f6(a2)),x66563)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,6569,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074])).
% 289.81/289.56 cnf(6657,plain,
% 289.81/289.56 (~P13(a2,f35(f35(f22(x66571,f18(a2,x66572,x66573),x66574),x66575),f6(a2)),x66573)),
% 289.81/289.56 inference(rename_variables,[],[5031])).
% 289.81/289.56 cnf(6663,plain,
% 289.81/289.56 (P12(a2,f18(a2,x66631,f6(a2)),x66631)),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025])).
% 289.81/289.56 cnf(6664,plain,
% 289.81/289.56 (E(f16(a2,f18(a2,x66641,x66642),x66641),x66642)),
% 289.81/289.56 inference(rename_variables,[],[600])).
% 289.81/289.56 cnf(6667,plain,
% 289.81/289.56 (P13(a2,x66671,f18(a2,f18(a2,x66672,x66671),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6670,plain,
% 289.81/289.56 (~P12(a3,f7(a3),f35(f35(f17(a3),f16(a3,x66701,x66701)),x66702))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477])).
% 289.81/289.56 cnf(6672,plain,
% 289.81/289.56 (~P13(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308])).
% 289.81/289.56 cnf(6674,plain,
% 289.81/289.56 (P12(a2,x66741,f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,x66742,x66743),x66743)),x66744),f18(a2,f18(a2,f35(f35(f17(a2),x66743),x66744),x66741),x66745)))),
% 289.81/289.56 inference(scs_inference,[],[340,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032])).
% 289.81/289.56 cnf(6677,plain,
% 289.81/289.56 (P12(f117(x66771,a3),x66772,x66772)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051])).
% 289.81/289.56 cnf(6679,plain,
% 289.81/289.56 (P12(a3,f35(x66791,f62(x66791,x66791,x66792,a3)),f18(a3,f35(f35(f21(a3),f12(a3,x66793)),x66794),f35(x66791,f62(x66791,x66791,x66792,a3))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464])).
% 289.81/289.56 cnf(6681,plain,
% 289.81/289.56 (~P13(a1,f35(f35(f17(a1),f35(f35(f17(a1),f6(a2)),f6(a1))),x66811),f35(f35(f17(a1),f35(f35(f17(a1),f20(f6(a1))),f6(a1))),x66811))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736])).
% 289.81/289.56 cnf(6686,plain,
% 289.81/289.56 (P12(a2,x66861,f35(f35(f17(a2),x66861),x66861))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(6688,plain,
% 289.81/289.56 (~P13(a2,f18(a3,f6(a2),f7(a3)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306])).
% 289.81/289.56 cnf(6689,plain,
% 289.81/289.56 (~E(f18(a3,x66891,f7(a3)),x66891)),
% 289.81/289.56 inference(rename_variables,[],[4459])).
% 289.81/289.56 cnf(6691,plain,
% 289.81/289.56 (~P12(a1,f32(a2,f18(a3,f6(a2),f7(a3))),f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996])).
% 289.81/289.56 cnf(6692,plain,
% 289.81/289.56 (~E(f18(a3,x66921,f7(a3)),x66921)),
% 289.81/289.56 inference(rename_variables,[],[4459])).
% 289.81/289.56 cnf(6694,plain,
% 289.81/289.56 (~P13(a1,a113,f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202])).
% 289.81/289.56 cnf(6705,plain,
% 289.81/289.56 (P13(a2,x67051,f18(a2,f18(a2,x67051,x67052),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[647])).
% 289.81/289.56 cnf(6709,plain,
% 289.81/289.56 (E(x67091,f18(a3,f35(f35(f17(a3),f16(a3,x67092,x67092)),x67093),x67091))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960])).
% 289.81/289.56 cnf(6712,plain,
% 289.81/289.56 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x67121,f6(a2)),f7(a2))),f35(f35(f17(a2),x67122),f7(a2))),f18(a2,f18(a2,x67121,f6(a2)),f7(a2))),x67122)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797])).
% 289.81/289.56 cnf(6715,plain,
% 289.81/289.56 (P13(a2,x67151,f35(f35(f17(a2),f18(a2,x67151,f7(a2))),f18(a2,x67151,f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367])).
% 289.81/289.56 cnf(6716,plain,
% 289.81/289.56 (P12(a2,x67161,f35(f35(f17(a2),x67161),x67161))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(6718,plain,
% 289.81/289.56 (P13(a2,x67181,f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),x67182),x67183),f18(a2,f35(f35(f17(a2),f16(a2,x67182,x67182)),x67183),x67181)),f7(a2)),x67184))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673])).
% 289.81/289.56 cnf(6721,plain,
% 289.81/289.56 (P12(a2,f18(a2,x67211,x67212),f18(a2,x67211,f35(f35(f17(a2),x67212),x67212)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454])).
% 289.81/289.56 cnf(6723,plain,
% 289.81/289.56 (P13(a2,x67231,f18(a2,f85(f32(a2,x67231)),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157])).
% 289.81/289.56 cnf(6730,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f35(f35(f17(a2),x67301),x67301),f7(a2)),x67301)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195])).
% 289.81/289.56 cnf(6733,plain,
% 289.81/289.56 (~P12(a2,f35(f35(f22(x67331,f18(a2,x67332,f18(a2,x67333,f7(a2))),x67334),x67335),f6(a2)),x67333)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256])).
% 289.81/289.56 cnf(6736,plain,
% 289.81/289.56 (P12(a1,x67361,f18(a1,f32(a2,f30(x67361)),f7(a1)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036])).
% 289.81/289.56 cnf(6739,plain,
% 289.81/289.56 (P13(a2,x67391,f18(a2,f18(a2,x67392,x67391),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6747,plain,
% 289.81/289.56 (P12(a3,f7(a3),f18(a3,f35(f35(f17(a3),f16(a3,x67471,x67471)),x67472),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684])).
% 289.81/289.56 cnf(6752,plain,
% 289.81/289.56 (~P13(a2,f35(f35(f17(a2),x67521),x67521),x67521)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200])).
% 289.81/289.56 cnf(6757,plain,
% 289.81/289.56 (~P9(f35(f35(f17(a3),a2),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,3855,2699,2285,3738,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323])).
% 289.81/289.56 cnf(6758,plain,
% 289.81/289.56 (E(f35(f35(f17(a3),x67581),x67582),f35(f35(f17(a3),x67582),x67581))),
% 289.81/289.56 inference(rename_variables,[],[588])).
% 289.81/289.56 cnf(6759,plain,
% 289.81/289.56 (P14(a3,f18(a2,f6(a2),f23(a3,f7(a3),f20(f32(a2,f6(f112(a3)))))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275])).
% 289.81/289.56 cnf(6760,plain,
% 289.81/289.56 (P14(f18(a2,a3,f6(a2)),f18(f112(a3),f23(a3,f7(a3),f20(f32(a2,f6(f112(a3))))),f23(a3,f7(a3),f20(f32(a2,f6(f112(a3)))))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274])).
% 289.81/289.56 cnf(6762,plain,
% 289.81/289.56 (E(x67621,f18(a2,f35(f35(f17(a2),f16(a2,x67622,x67622)),x67623),x67621))),
% 289.81/289.56 inference(rename_variables,[],[4846])).
% 289.81/289.56 cnf(6764,plain,
% 289.81/289.56 (E(x67641,f18(a2,f35(f35(f17(a2),f16(a2,x67642,x67642)),x67643),x67641))),
% 289.81/289.56 inference(rename_variables,[],[4846])).
% 289.81/289.56 cnf(6765,plain,
% 289.81/289.56 (E(f8(f6(a5)),f18(a2,f35(f35(f17(a2),f16(a2,x67651,x67651)),x67652),f7(a5)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3])).
% 289.81/289.56 cnf(6766,plain,
% 289.81/289.56 (E(x67661,f18(a2,f35(f35(f17(a2),f16(a2,x67662,x67662)),x67663),x67661))),
% 289.81/289.56 inference(rename_variables,[],[4846])).
% 289.81/289.56 cnf(6768,plain,
% 289.81/289.56 (P12(a1,f8(f6(a5)),f7(a5))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260])).
% 289.81/289.56 cnf(6769,plain,
% 289.81/289.56 (P12(a1,x67691,x67691)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(6771,plain,
% 289.81/289.56 (P13(a3,f16(a3,x67711,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x67711,x67712)),f7(a3))),f7(a3))),x67712)),
% 289.81/289.56 inference(rename_variables,[],[2686])).
% 289.81/289.56 cnf(6774,plain,
% 289.81/289.56 (~P22(f16(a2,f18(a2,x67741,a2),x67741))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331])).
% 289.81/289.56 cnf(6775,plain,
% 289.81/289.56 (P16(a2,f18(a2,f35(f35(f17(a2),f16(a2,x67751,x67751)),x67752),f35(f17(a2),f6(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309])).
% 289.81/289.56 cnf(6776,plain,
% 289.81/289.56 (P16(f18(a3,a2,f35(f35(f17(a3),f16(a3,x67761,x67761)),x67762)),f35(f17(a2),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308])).
% 289.81/289.56 cnf(6777,plain,
% 289.81/289.56 (~P43(f35(f35(f17(a3),a2),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265])).
% 289.81/289.56 cnf(6779,plain,
% 289.81/289.56 (~P72(f18(a2,f14(a2,f37(f6(a5),a11),f18(a2,f6(a2),f7(a2))),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263])).
% 289.81/289.56 cnf(6781,plain,
% 289.81/289.56 (~P73(x67811,f14(a3,x67812,f6(a3)),x67813)+P72(f35(x67811,x67813))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,5063,4622,2717,4567,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990])).
% 289.81/289.56 cnf(6788,plain,
% 289.81/289.56 (P12(a1,f6(a1),f35(f35(f17(a1),x67881),x67881))),
% 289.81/289.56 inference(rename_variables,[],[3123])).
% 289.81/289.56 cnf(6792,plain,
% 289.81/289.56 (P13(a2,x67921,f18(a2,f18(a2,x67922,x67921),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6793,plain,
% 289.81/289.56 (P13(a1,x67931,f18(a1,f32(a2,f30(x67931)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(6795,plain,
% 289.81/289.56 (~P16(a2,f35(f21(a2),f18(a2,f18(a2,x67951,f7(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169])).
% 289.81/289.56 cnf(6800,plain,
% 289.81/289.56 (P13(a3,f16(a3,x68001,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x68001,x68002)),f7(a3))),f7(a3))),x68002)),
% 289.81/289.56 inference(rename_variables,[],[2686])).
% 289.81/289.56 cnf(6805,plain,
% 289.81/289.56 (P12(a1,f16(a1,f6(a1),f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2)))),f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534])).
% 289.81/289.56 cnf(6808,plain,
% 289.81/289.56 (~E(f35(f35(f21(a2),f18(a2,f6(a2),f7(a2))),f18(a2,x68081,f7(a2))),f35(f35(f21(a2),f6(a2)),f18(a2,x68081,f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896])).
% 289.81/289.56 cnf(6813,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x68131,x68131)),x68132),x68133),f7(a3)),x68133)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459])).
% 289.81/289.56 cnf(6815,plain,
% 289.81/289.56 (~P12(a2,f30(f18(a1,f18(a1,f32(a2,x68151),f7(a1)),f7(a1))),x68151)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375])).
% 289.81/289.56 cnf(6817,plain,
% 289.81/289.56 (~P12(a1,f18(a1,f12(a1,f32(a2,f18(a2,f30(x68171),f7(a2)))),f7(a1)),x68171)),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039])).
% 289.81/289.56 cnf(6824,plain,
% 289.81/289.56 (~P12(a3,f18(a3,x68241,f7(a3)),x68241)),
% 289.81/289.56 inference(rename_variables,[],[5428])).
% 289.81/289.56 cnf(6826,plain,
% 289.81/289.56 (~P12(a2,f18(a3,f6(a2),f7(a3)),f6(a2))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039,1545,1137,1531,1232])).
% 289.81/289.56 cnf(6831,plain,
% 289.81/289.56 (P13(a2,x68311,f18(a2,f18(a2,x68312,x68311),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6834,plain,
% 289.81/289.56 (P13(a2,x68341,f18(a2,f18(a2,x68342,x68341),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6836,plain,
% 289.81/289.56 (E(f30(f34(a1,f32(a2,f20(f7(a1))),f32(a2,f18(a2,f18(a2,x68361,f6(a2)),f7(a2))))),f14(a2,f30(f32(a2,f20(f7(a1)))),f18(a2,f18(a2,x68361,f6(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,6792,6831,6834,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,5464,5645,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,5506,5536,4436,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2430,6337,2432,2409,2686,6771,2092,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,2448,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039,1545,1137,1531,1232,1546,1320,1319,1539])).
% 289.81/289.56 cnf(6837,plain,
% 289.81/289.56 (P12(a1,x68371,f32(a2,f20(x68371)))),
% 289.81/289.56 inference(rename_variables,[],[585])).
% 289.81/289.56 cnf(6838,plain,
% 289.81/289.56 (P13(a2,x68381,f18(a2,f18(a2,x68382,x68381),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6850,plain,
% 289.81/289.56 (P13(a2,x68501,f18(a2,f18(a2,x68502,x68501),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6851,plain,
% 289.81/289.56 (P12(a1,x68511,x68511)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(6863,plain,
% 289.81/289.56 (P12(a1,f31(f7(a1)),f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,629,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,6769,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,6792,6831,6834,6838,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4238,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,6692,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4632,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,6824,5464,5645,5208,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,4959,5506,5536,4436,5154,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,5205,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2234,2430,6337,2432,2409,2686,6771,2092,6595,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,4222,2448,3161,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039,1545,1137,1531,1232,1546,1320,1319,1539,1780,1781,1666,1577,1541,1147,1530])).
% 289.81/289.56 cnf(6867,plain,
% 289.81/289.56 (~P12(a3,f7(a3),f13(a3,x68671,f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,629,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,6769,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,6792,6831,6834,6838,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4238,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,6692,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4632,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,6824,5464,5645,5208,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,4959,5506,5536,4436,5154,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,5205,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2234,2430,6337,2432,2409,2686,6771,2092,6595,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,4222,2448,3161,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039,1545,1137,1531,1232,1546,1320,1319,1539,1780,1781,1666,1577,1541,1147,1530,1578,1426])).
% 289.81/289.56 cnf(6874,plain,
% 289.81/289.56 (P12(a1,f35(f35(f17(a1),f6(a1)),f6(a1)),f35(f35(f17(a1),f6(a1)),f32(a2,f20(f6(a1)))))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,629,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,6769,6851,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,6837,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,6792,6831,6834,6838,6850,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,6705,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,493,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4238,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,6692,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4632,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,6824,5464,5645,5208,2182,5435,4475,5038,5475,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,4959,5506,5536,4436,5154,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,5205,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2234,2430,6337,2432,2409,2686,6771,2092,6595,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,4222,2448,3161,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039,1545,1137,1531,1232,1546,1320,1319,1539,1780,1781,1666,1577,1541,1147,1530,1578,1426,1076,1465,1846])).
% 289.81/289.56 cnf(6883,plain,
% 289.81/289.56 (~P12(a2,f20(f18(a1,f32(a2,f30(f7(a1))),f7(a1))),f7(a2))),
% 289.81/289.56 inference(scs_inference,[],[340,346,380,418,448,489,497,507,693,694,544,573,629,555,6192,588,6758,638,635,623,654,676,678,2062,402,374,410,424,443,495,510,599,6070,6564,6569,600,6664,567,568,593,5938,5955,6059,6062,6076,6084,6156,6183,6191,6195,6204,6270,6370,6418,6428,6435,6545,6571,6620,6652,6686,6716,601,626,6244,636,6121,373,401,556,6278,6285,6288,6334,6578,6769,6851,557,5911,6356,6588,558,5943,5950,6009,6257,6297,6598,696,6333,343,353,372,405,435,447,458,465,594,5934,5954,6463,6637,598,6454,711,6211,6241,712,585,6053,6196,6837,701,646,5912,5942,6034,6157,6182,6220,6275,6342,6347,6499,6634,6667,6739,6792,6831,6834,6838,6850,715,6056,6171,6267,6383,6548,617,6110,6170,6266,6448,6793,675,6188,659,647,6130,6705,595,6272,406,411,459,466,468,494,516,517,566,6322,6371,620,621,398,399,341,350,422,434,532,699,713,6369,6419,6427,6536,6583,572,344,493,367,368,708,6445,348,467,613,365,604,714,360,421,363,419,397,351,710,6142,583,5924,352,366,356,618,6511,420,408,361,362,426,444,359,528,438,691,578,584,437,407,579,5420,6271,4518,4598,3794,4863,4491,4238,4831,4756,4134,3569,5015,6411,6504,2812,5250,4956,5469,5973,6321,4352,5017,4144,4404,4904,3018,3807,5400,3777,4846,6762,6764,6766,5021,2347,4794,2070,4459,6042,6199,6390,6393,6514,6574,6689,6692,5523,5028,4082,3827,4844,3714,5647,4053,4935,2441,4055,5524,5183,2566,5517,4390,5619,5299,5601,3193,4726,5921,4933,5462,5605,4854,5043,5164,4632,4136,4684,5920,4540,5457,5136,5226,6361,4465,5031,6016,6176,6657,4909,5372,2190,5344,6073,6396,2143,5634,4478,5982,2316,5946,6474,2210,5339,4983,6124,6127,2109,2165,5988,2506,5985,4654,2398,2415,2095,2413,4483,5152,5428,5929,5997,6002,6256,6824,5464,5645,5208,2182,5435,4475,5038,5475,5915,4802,4729,6362,4152,2434,4698,2436,6179,4657,5393,4252,2572,2576,2580,2684,2775,4959,5506,5536,4436,5154,5068,4457,5245,5452,5230,4943,3921,5063,4622,2717,4567,5200,4049,5205,4388,2560,2193,2064,3750,3409,3439,6410,2510,3123,6788,3855,2699,2285,3738,2264,2383,2234,2430,6337,2432,2409,2686,6771,6800,2092,6595,2554,2101,2712,4045,2648,4306,3745,2746,3221,3692,4222,2448,3161,2236,1946,1376,1208,984,1659,1963,1254,1647,1514,1128,1762,1356,1767,1852,1075,1357,999,1069,1437,1229,993,1179,946,1469,1307,1853,2040,2035,2033,2044,2038,2037,2036,1973,1471,1660,932,1964,1081,1031,1223,1104,1242,1053,1476,1761,1099,950,1150,820,1630,1629,1312,1803,1740,1650,1649,1849,1672,1207,1610,1178,989,1466,1802,1798,1795,1645,1447,1225,1460,1380,1113,1344,1301,1637,1648,1502,1863,1029,1448,1221,1219,1461,1478,1142,1735,1020,976,1396,1688,1479,1467,1635,956,1030,1686,1681,1197,911,1165,1480,1617,1361,1198,1314,1286,884,1933,1468,1359,1558,1556,286,1173,931,1434,1082,887,1438,941,1400,1378,2042,2041,1976,1975,2046,2045,1989,1921,1960,1136,1979,1931,1432,1305,1386,1926,1807,1641,1639,1492,1487,1945,2002,1004,894,1363,1015,1068,1457,1103,1038,1555,1087,1024,1444,1214,1304,1611,944,1716,1570,1206,794,1300,1854,1991,1050,985,1667,890,1851,1801,1794,1793,1742,1741,991,954,914,904,1124,1462,1333,1557,1112,1140,1343,1553,1695,1309,2047,1993,1844,1362,1348,1265,1453,831,1133,1292,875,1196,987,1636,1341,1010,1369,1260,1226,2019,1584,1158,1118,1117,1634,1491,1848,1080,1088,1373,1215,1355,1042,817,959,1483,915,1166,1679,1079,1105,829,1607,1481,1847,1455,1201,1263,1034,1152,1482,815,1055,1360,1058,264,1172,886,1287,1401,1694,1417,1992,2039,1040,1734,1873,1872,1871,1721,900,899,807,1182,15,1156,259,1023,930,1451,1718,1717,2034,1990,1388,1235,1743,937,992,1349,1259,1074,26,1129,1025,256,1120,1477,1308,2032,2051,1464,1736,1800,1306,996,1202,1340,1009,810,1350,1114,960,1797,1367,1673,1454,1157,1690,1199,1195,1256,1036,1416,1501,955,1463,1684,1109,1200,29,7,323,275,274,258,255,3,8,260,257,25,2,331,309,308,265,263,990,1321,1537,1533,1472,1169,1961,1932,1534,1896,1459,1375,1039,1545,1137,1531,1232,1546,1320,1319,1539,1780,1781,1666,1577,1541,1147,1530,1578,1426,1076,1465,1846,1184,1067])).
% 289.81/289.56 cnf(6964,plain,
% 289.81/289.56 (P12(a3,x69641,x69641)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(6965,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x69651,x69651)),x69652),x69653),f7(a3)),x69653)),
% 289.81/289.56 inference(rename_variables,[],[6813])).
% 289.81/289.56 cnf(6967,plain,
% 289.81/289.56 (E(x69671,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x69672,f6(a2)),f7(a2))),x69671),f18(a2,f18(a2,x69672,f6(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[557,646,558,579,6813,3069,1671,1946])).
% 289.81/289.56 cnf(6968,plain,
% 289.81/289.56 (P12(a2,x69681,x69681)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(6969,plain,
% 289.81/289.56 (P13(a2,x69691,f18(a2,f18(a2,x69692,x69691),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(6973,plain,
% 289.81/289.56 (P13(a1,x69731,f18(a1,f32(a2,f30(x69731)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(6974,plain,
% 289.81/289.56 (P13(a1,x69741,f18(a1,f32(a2,f30(x69741)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(6977,plain,
% 289.81/289.56 (~P12(a3,f35(f35(f21(a3),f7(a3)),f6(a2)),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[557,646,617,699,558,579,4289,6813,2792,2558,3069,2285,1671,1946,1472,1766])).
% 289.81/289.56 cnf(6979,plain,
% 289.81/289.56 (~P13(a2,x69791,f6(a2))),
% 289.81/289.56 inference(rename_variables,[],[699])).
% 289.81/289.56 cnf(6982,plain,
% 289.81/289.56 (~P13(a2,f30(f18(a1,f32(a2,x69821),f7(a1))),x69821)),
% 289.81/289.56 inference(scs_inference,[],[557,646,617,699,558,579,4289,6813,6556,2792,2558,3069,2285,1671,1946,1472,1766,1130])).
% 289.81/289.56 cnf(6983,plain,
% 289.81/289.56 (~P13(a1,f32(a2,f30(f18(a1,x69831,f7(a1)))),x69831)),
% 289.81/289.56 inference(rename_variables,[],[6556])).
% 289.81/289.56 cnf(6985,plain,
% 289.81/289.56 (P12(f112(a1),f18(f112(a1),f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2))),f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2)))),f6(f112(a1)))),
% 289.81/289.56 inference(scs_inference,[],[569,557,646,617,699,558,579,4289,6813,6556,2792,2558,3069,2630,2285,1671,1946,1472,1766,1130,1822])).
% 289.81/289.56 cnf(6986,plain,
% 289.81/289.56 (E(f16(a2,x69861,f6(a2)),x69861)),
% 289.81/289.56 inference(rename_variables,[],[569])).
% 289.81/289.56 cnf(6987,plain,
% 289.81/289.56 (E(f16(a2,x69871,f6(a2)),x69871)),
% 289.81/289.56 inference(rename_variables,[],[569])).
% 289.81/289.56 cnf(6989,plain,
% 289.81/289.56 (E(f18(f112(a1),f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2))),f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2)))),f6(f112(a1)))),
% 289.81/289.56 inference(scs_inference,[],[569,6987,557,646,617,699,558,579,4289,6813,6556,2792,2558,3069,2630,2285,1671,1946,1472,1766,1130,1822,1331])).
% 289.81/289.56 cnf(6990,plain,
% 289.81/289.56 (E(f16(a2,x69901,f6(a2)),x69901)),
% 289.81/289.56 inference(rename_variables,[],[569])).
% 289.81/289.56 cnf(6991,plain,
% 289.81/289.56 (E(f16(a2,x69911,f6(a2)),x69911)),
% 289.81/289.56 inference(rename_variables,[],[569])).
% 289.81/289.56 cnf(6998,plain,
% 289.81/289.56 (P12(a1,f6(a1),f35(f35(f17(a1),x69981),x69981))),
% 289.81/289.56 inference(rename_variables,[],[3123])).
% 289.81/289.56 cnf(6999,plain,
% 289.81/289.56 (~P12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x69991,x69992)),x69993),f12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x69992,x69991)),x69993),x69994),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),x69994)),
% 289.81/289.56 inference(rename_variables,[],[6249])).
% 289.81/289.56 cnf(7004,plain,
% 289.81/289.56 (P13(a2,x70041,f18(a2,f18(a2,x70042,x70041),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7005,plain,
% 289.81/289.56 (P13(a2,x70051,f18(a2,f18(a2,x70052,x70051),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7006,plain,
% 289.81/289.56 (P12(a2,x70061,x70061)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(7009,plain,
% 289.81/289.56 (P13(a1,x70091,f18(a1,f32(a2,f30(x70091)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(7011,plain,
% 289.81/289.56 (P13(a2,f35(f35(f17(a2),x70111),x70111),f18(a2,f18(a2,f18(a2,f16(a2,f35(f35(f17(a2),x70111),x70111),x70111),x70112),f7(a2)),x70111))),
% 289.81/289.56 inference(scs_inference,[],[346,569,6987,593,557,6968,594,585,646,6969,617,6974,699,558,362,438,437,579,5979,6677,6641,4289,6563,6249,6813,6556,2792,2558,3069,3123,2630,2285,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852])).
% 289.81/289.56 cnf(7012,plain,
% 289.81/289.56 (P12(a2,x70121,f18(a2,x70122,x70121))),
% 289.81/289.56 inference(rename_variables,[],[594])).
% 289.81/289.56 cnf(7013,plain,
% 289.81/289.56 (P12(a2,x70131,f35(f35(f17(a2),x70131),x70131))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7014,plain,
% 289.81/289.56 (P13(a2,x70141,f16(a2,f18(a2,f18(a2,f18(a2,x70141,x70142),f7(a2)),x70143),x70143))),
% 289.81/289.56 inference(rename_variables,[],[6563])).
% 289.81/289.56 cnf(7016,plain,
% 289.81/289.56 (~E(f18(a3,f16(a3,f18(a3,x70161,f7(a3)),f7(a3)),f7(a3)),x70161)),
% 289.81/289.56 inference(scs_inference,[],[346,569,6987,593,557,6968,594,585,646,6969,617,6974,699,558,362,438,437,579,5979,6677,6641,4289,6563,6249,6813,6556,5928,2792,2558,3069,3123,2630,2285,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075])).
% 289.81/289.56 cnf(7017,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f16(a3,x70171,f7(a3)),f7(a3)),x70171)),
% 289.81/289.56 inference(rename_variables,[],[5928])).
% 289.81/289.56 cnf(7022,plain,
% 289.81/289.56 (P12(a2,x70221,f18(a2,x70221,x70222))),
% 289.81/289.56 inference(rename_variables,[],[595])).
% 289.81/289.56 cnf(7024,plain,
% 289.81/289.56 (~P12(a2,f18(a2,x70241,f7(a2)),f18(a2,f35(f35(f17(a2),f16(a2,x70242,x70242)),x70243),x70241))),
% 289.81/289.56 inference(scs_inference,[],[346,569,6987,593,557,6968,7006,594,585,646,6969,7005,595,617,6974,699,558,362,438,437,579,6269,5979,6677,6641,4289,6563,6249,6813,6556,5928,4884,2792,2558,3069,3123,2630,2285,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040])).
% 289.81/289.56 cnf(7031,plain,
% 289.81/289.56 (E(f18(a3,f18(a3,f35(f35(f17(a3),x70311),f14(a3,x70312,x70311)),f13(a3,x70312,x70311)),x70313),f18(a3,x70312,x70313))),
% 289.81/289.56 inference(rename_variables,[],[680])).
% 289.81/289.56 cnf(7032,plain,
% 289.81/289.56 (P12(a3,x70321,x70321)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(7035,plain,
% 289.81/289.56 (E(f18(a1,x70351,f6(a1)),x70351)),
% 289.81/289.56 inference(rename_variables,[],[3181])).
% 289.81/289.56 cnf(7036,plain,
% 289.81/289.56 (P12(a1,x70361,x70361)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(7043,plain,
% 289.81/289.56 (~E(f18(a2,x70431,f7(a2)),x70431)),
% 289.81/289.56 inference(rename_variables,[],[701])).
% 289.81/289.56 cnf(7045,plain,
% 289.81/289.56 (P12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x70451,x70451)),x70452),x70453),x70453)),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,593,557,6968,7006,594,585,646,6969,7005,701,595,556,7036,617,6974,699,558,6964,613,364,583,419,692,362,438,437,579,6269,5979,6677,6641,4289,6563,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,3123,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038])).
% 289.81/289.56 cnf(7046,plain,
% 289.81/289.56 (P12(a1,x70461,x70461)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(7048,plain,
% 289.81/289.56 (P13(a3,x70481,f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),x70481),f7(a3)),f6(a3))),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,593,557,6968,7006,449,594,585,646,6969,7005,701,595,556,7036,617,6974,699,558,6964,613,364,583,419,692,362,438,578,437,579,6269,5979,6677,6641,4289,6563,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803])).
% 289.81/289.56 cnf(7051,plain,
% 289.81/289.56 (P12(a3,f18(a3,x70511,f6(a3)),f18(a3,x70511,f35(f35(f21(a3),f12(a3,x70512)),x70513)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,593,557,6968,7006,449,594,585,646,6969,7005,701,595,556,7036,617,6974,699,558,6964,613,364,583,419,618,692,362,438,578,437,579,6269,5979,6677,6641,4289,6563,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459])).
% 289.81/289.56 cnf(7059,plain,
% 289.81/289.56 (~P13(a2,x70591,x70591)),
% 289.81/289.56 inference(rename_variables,[],[696])).
% 289.81/289.56 cnf(7060,plain,
% 289.81/289.56 (P13(a2,x70601,f18(a2,f18(a2,x70602,x70601),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7062,plain,
% 289.81/289.56 (~E(f16(a2,f18(a2,f18(a2,x70621,f7(a2)),f7(a2)),f7(a2)),x70621)),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,701,7043,595,556,7036,617,6974,699,558,6964,613,364,583,419,618,692,362,438,578,437,579,6269,5979,6677,6641,4289,6563,7014,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178])).
% 289.81/289.56 cnf(7063,plain,
% 289.81/289.56 (~E(f18(a2,x70631,f7(a2)),x70631)),
% 289.81/289.56 inference(rename_variables,[],[701])).
% 289.81/289.56 cnf(7064,plain,
% 289.81/289.56 (P12(a2,x70641,f18(a2,x70642,x70641))),
% 289.81/289.56 inference(rename_variables,[],[594])).
% 289.81/289.56 cnf(7066,plain,
% 289.81/289.56 (~P12(a1,f6(a1),f16(a1,f16(a1,x70661,f7(a1)),f32(a2,f30(x70661))))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,701,7043,595,556,7036,617,6974,699,558,6964,613,364,583,419,618,692,362,438,578,437,579,6269,5979,6677,6641,4289,6378,6563,7014,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,6998,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649])).
% 289.81/289.56 cnf(7069,plain,
% 289.81/289.56 (~E(f35(f35(f17(a2),x70691),f6(a2)),f18(a2,x70692,f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,701,7043,595,556,7036,617,6974,699,558,6964,613,364,583,419,618,692,362,438,578,437,579,6269,5979,6677,6641,4289,6173,6378,6563,7014,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,6998,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031])).
% 289.81/289.56 cnf(7070,plain,
% 289.81/289.56 (~P13(a2,x70701,f35(f35(f17(a2),x70702),f6(a2)))),
% 289.81/289.56 inference(rename_variables,[],[6173])).
% 289.81/289.56 cnf(7074,plain,
% 289.81/289.56 (P12(a3,f7(a3),f14(a3,f7(a3),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,701,7043,595,556,7036,617,6974,699,558,6964,613,364,583,419,618,692,362,438,578,437,579,6269,5979,5349,6677,6641,4289,6173,6378,6563,7014,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,6998,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029])).
% 289.81/289.56 cnf(7077,plain,
% 289.81/289.56 (~E(f18(a2,x70771,f18(a3,f6(a2),f7(a3))),x70771)),
% 289.81/289.56 inference(rename_variables,[],[6392])).
% 289.81/289.56 cnf(7081,plain,
% 289.81/289.56 (P13(a2,x70811,f18(a2,f18(a2,x70812,x70811),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7083,plain,
% 289.81/289.56 (P12(a2,x70831,f18(a2,x70832,f35(f35(f17(a2),x70831),x70831)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,701,7043,595,556,7036,617,6974,699,558,6964,613,364,367,583,419,618,692,362,438,578,437,579,6269,5979,5349,6677,6392,6641,4289,6173,6378,6563,7014,2115,6249,6813,6556,5928,4884,2792,6447,2558,3181,3069,4478,3123,6998,2066,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219])).
% 289.81/289.56 cnf(7091,plain,
% 289.81/289.56 (P13(a3,f6(a3),f18(a3,f35(f35(f17(a3),f16(a3,x70911,x70911)),x70912),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,701,7043,595,556,7036,617,6974,699,558,6964,613,364,367,583,419,618,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,6641,4289,6173,6378,6563,7014,2115,6249,6813,6556,5928,4884,2792,6747,6447,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030])).
% 289.81/289.56 cnf(7097,plain,
% 289.81/289.56 (~P13(a2,f18(a2,x70971,f16(a2,f18(a2,x70972,x70973),x70973)),x70972)),
% 289.81/289.56 inference(scs_inference,[],[680,346,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,701,7043,595,556,7036,617,6974,647,699,558,6964,613,364,367,583,419,618,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,6641,4289,5937,6173,6378,6210,6563,7014,2115,6249,6813,6556,5928,4884,2792,6747,6447,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461])).
% 289.81/289.56 cnf(7107,plain,
% 289.81/289.56 (P12(a2,x71071,f35(f35(f17(a2),x71071),x71071))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7109,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f18(a2,f18(a2,x71091,x71092),f7(a2)),x71093),x71093)),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,7081,701,7043,595,556,7036,617,6974,647,699,711,558,6964,468,613,364,367,583,419,618,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,6641,4289,5937,6173,6378,6210,6563,7014,2115,6249,6813,6556,5928,4884,6090,2792,6747,6447,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635])).
% 289.81/289.56 cnf(7110,plain,
% 289.81/289.56 (P13(a2,x71101,f18(a2,f18(a2,x71102,x71101),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7113,plain,
% 289.81/289.56 (P12(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,7081,701,7043,595,556,7036,617,6974,647,699,711,558,6964,468,613,364,367,583,419,618,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,6641,4289,5937,6173,6378,6210,6563,7014,2115,6249,6813,6556,5928,4884,6090,2792,6747,6447,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956])).
% 289.81/289.56 cnf(7116,plain,
% 289.81/289.56 (P13(a2,x71161,f35(f35(f17(a2),f18(a2,x71161,f7(a2))),f18(a2,x71161,f7(a2))))),
% 289.81/289.56 inference(rename_variables,[],[6715])).
% 289.81/289.56 cnf(7122,plain,
% 289.81/289.56 (P13(a2,x71221,f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),x71222),x71223),f18(a2,f35(f35(f17(a2),f16(a2,x71222,x71222)),x71223),x71221)),f7(a2)),x71224))),
% 289.81/289.56 inference(rename_variables,[],[6718])).
% 289.81/289.56 cnf(7124,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f6(a3),x71241),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),x71241))),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,7081,701,7043,595,556,7036,617,6974,647,399,699,711,558,6964,468,613,364,367,583,419,618,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,4289,5937,6715,6173,6378,6210,6563,7014,2115,6718,6249,6813,6556,5928,4884,6090,2792,6747,6447,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686])).
% 289.81/289.56 cnf(7128,plain,
% 289.81/289.56 (P12(a2,f18(a2,f14(a2,x71281,x71282),x71283),f18(a2,x71281,x71283))),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,7107,597,557,6968,7006,696,449,594,7012,585,646,6969,7005,7060,7081,701,7043,401,595,556,7036,617,6974,647,399,699,711,558,6964,468,398,613,364,367,583,419,618,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,4289,5937,6715,6173,6378,6210,6563,7014,2115,6718,6249,6813,6556,5928,4884,6090,2792,6747,6447,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479])).
% 289.81/289.56 cnf(7131,plain,
% 289.81/289.56 (~P13(a3,f35(f35(f17(a3),f16(a3,x71311,x71311)),x71312),f35(f35(f17(a3),f16(a3,f16(a3,x71313,x71314),f16(a3,x71313,x71314))),x71315))),
% 289.81/289.56 inference(rename_variables,[],[6336])).
% 289.81/289.56 cnf(7138,plain,
% 289.81/289.56 (P12(a2,x71381,f35(f35(f17(a2),x71381),x71381))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7139,plain,
% 289.81/289.56 (P12(a2,x71391,x71391)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(7140,plain,
% 289.81/289.56 (P12(a2,x71401,f18(a2,x71402,x71401))),
% 289.81/289.56 inference(rename_variables,[],[594])).
% 289.81/289.56 cnf(7142,plain,
% 289.81/289.56 (P13(a1,x71421,f32(a2,f20(f18(a1,f32(a2,f30(x71421)),f7(a1)))))),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,7107,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,701,7043,401,595,556,7036,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,618,351,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5937,6715,5221,6336,6173,6378,6210,6563,7014,2115,6718,6249,6813,6556,5928,4884,6090,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198])).
% 289.81/289.56 cnf(7144,plain,
% 289.81/289.56 (P12(a2,x71441,f85(f32(a2,x71441)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,7107,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,701,7043,401,595,556,7036,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,618,351,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5937,6715,5221,6336,6173,6378,6210,6563,7014,2115,6718,6249,6723,6813,6556,5928,4884,6090,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361])).
% 289.81/289.56 cnf(7146,plain,
% 289.81/289.56 (~P12(a2,f20(f32(a2,f18(a2,x71461,f7(a2)))),x71461)),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,7107,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,701,7043,401,595,556,7036,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,618,351,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5937,6715,5221,6336,6173,6378,6210,6563,7014,2115,6718,6249,6723,6813,6556,5928,4884,6090,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286])).
% 289.81/289.56 cnf(7147,plain,
% 289.81/289.56 (P12(a1,f6(a1),f32(a2,x71471))),
% 289.81/289.56 inference(rename_variables,[],[583])).
% 289.81/289.56 cnf(7151,plain,
% 289.81/289.56 (P12(a1,f16(a1,f33(a5,f18(a5,x71511,x71512)),f33(a5,x71511)),f18(a1,f33(a5,f18(a5,x71512,x71513)),f33(a5,x71513)))),
% 289.81/289.56 inference(scs_inference,[],[680,346,575,569,6987,417,496,593,7013,7107,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,674,618,351,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,6210,6563,7014,2115,6718,6249,6723,6813,6556,5928,4884,6090,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171])).
% 289.81/289.56 cnf(7157,plain,
% 289.81/289.56 (P13(a3,x71571,f18(a3,x71572,f18(a3,x71573,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,f12(a3,f16(a3,x71571,x71572)),x71573)),f6(a3))),f7(a3))),f7(a3)))))),
% 289.81/289.56 inference(scs_inference,[],[680,686,346,575,569,6987,417,496,593,7013,7107,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2115,6718,6249,6723,6813,6556,5928,4884,6090,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853])).
% 289.81/289.56 cnf(7158,plain,
% 289.81/289.56 (P13(a3,x71581,f18(a3,x71582,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,x71581,x71582)),f6(a3))),f7(a3))),f7(a3))))),
% 289.81/289.56 inference(rename_variables,[],[5981])).
% 289.81/289.56 cnf(7163,plain,
% 289.81/289.56 (E(f18(a2,f35(f35(f17(a2),f16(a2,x71631,f18(a2,x71631,f6(a2)))),x71632),f18(a2,f35(f35(f17(a2),f6(a2)),x71632),x71633)),x71633)),
% 289.81/289.56 inference(scs_inference,[],[680,686,346,679,575,569,6987,417,496,593,7013,7107,7138,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6663,6723,6813,6556,5928,4884,6090,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976])).
% 289.81/289.56 cnf(7164,plain,
% 289.81/289.56 (E(f18(a2,f35(f35(f17(a2),x71641),x71642),f18(a2,f35(f35(f17(a2),x71643),x71642),x71644)),f18(a2,f35(f35(f17(a2),f18(a2,x71641,x71643)),x71642),x71644))),
% 289.81/289.56 inference(rename_variables,[],[679])).
% 289.81/289.56 cnf(7166,plain,
% 289.81/289.56 (P12(a1,x71661,f18(a1,f35(f35(f17(a1),f16(a1,x71662,x71662)),x71663),x71661))),
% 289.81/289.56 inference(scs_inference,[],[680,686,346,679,575,569,6987,417,496,593,7013,7107,7138,597,557,6968,7006,696,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6663,6723,6813,6556,5928,4884,6090,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036])).
% 289.81/289.56 cnf(7167,plain,
% 289.81/289.56 (P12(a1,x71671,x71671)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(7172,plain,
% 289.81/289.56 (~E(f18(a1,f35(f35(f17(a1),x71721),x71722),f18(a2,f18(a1,f35(f35(f17(a1),f16(a1,x71723,x71721)),x71722),x71724),f18(a3,f6(a2),f7(a3)))),f18(a1,f35(f35(f17(a1),x71723),x71722),x71724))),
% 289.81/289.56 inference(scs_inference,[],[680,686,346,629,679,575,569,6987,417,496,593,7013,7107,7138,597,557,6968,7006,696,435,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,436,617,6974,7009,647,399,494,699,711,558,6964,468,398,613,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,7077,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6663,6723,6813,6556,5928,4884,6090,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973])).
% 289.81/289.56 cnf(7173,plain,
% 289.81/289.56 (~E(f18(a2,x71731,f18(a3,f6(a2),f7(a3))),x71731)),
% 289.81/289.56 inference(rename_variables,[],[6392])).
% 289.81/289.56 cnf(7177,plain,
% 289.81/289.56 (E(f14(a3,f18(a3,f18(a3,f35(f35(f17(a3),x71771),f14(a3,f35(f35(f17(a3),f7(a3)),x71772),x71771)),f13(a3,f35(f35(f17(a3),f7(a3)),x71772),x71771)),f6(a3)),f7(a3)),x71772)),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,346,629,679,575,569,6987,417,496,593,7013,7107,7138,597,557,6968,7006,696,435,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,613,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,5349,6677,6392,7077,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6663,6723,6813,6556,5928,4884,6090,6069,5335,2792,6747,6447,2374,2558,3181,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780])).
% 289.81/289.56 cnf(7179,plain,
% 289.81/289.56 (P12(a3,x71791,x71791)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(7183,plain,
% 289.81/289.56 (P12(a1,x71831,x71831)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(7186,plain,
% 289.81/289.56 (E(f35(x71861,f69(f35(x71861,f6(a2)),x71861,f6(a2))),f35(x71861,f6(a2)))),
% 289.81/289.56 inference(rename_variables,[],[4409])).
% 289.81/289.56 cnf(7188,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f30(f18(a1,f35(f35(f17(a1),f16(a1,x71881,x71882)),x71883),f18(a1,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x71882,x71881)),x71883),f32(a2,x71884))),f7(a1)))),f7(a2)),x71884)),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,346,629,679,575,569,6987,417,488,496,593,7013,7107,7138,597,557,6968,7006,696,435,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,7167,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,613,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6424,6663,6723,6813,6556,5928,4884,6090,6069,5335,2792,6747,6447,2374,2558,3181,7035,3069,4478,3123,6998,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468])).
% 289.81/289.56 cnf(7189,plain,
% 289.81/289.56 (~P13(a1,f18(a1,f35(f35(f17(a1),f16(a1,x71891,x71892)),x71893),f18(a1,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x71892,x71891)),x71893),x71894)),f7(a1))),x71894)),
% 289.81/289.56 inference(rename_variables,[],[6424])).
% 289.81/289.56 cnf(7191,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,346,629,679,575,569,6987,417,488,496,593,7013,7107,7138,597,557,6968,7006,696,435,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,7167,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,613,714,364,367,583,348,419,674,618,351,408,692,362,438,578,437,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6424,6663,6723,6813,6556,5928,4884,6090,6069,5335,2792,6747,6447,2374,2558,3181,7035,3069,4478,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024])).
% 289.81/289.56 cnf(7199,plain,
% 289.81/289.56 (P12(a2,x71991,f35(f35(f17(a2),x71991),x71991))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7203,plain,
% 289.81/289.56 (P13(a1,f16(a1,x72031,f18(a1,f32(a2,f30(f12(a1,f16(a1,x72032,x72031)))),f7(a1))),x72032)),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,576,346,629,679,575,569,6987,417,488,496,593,7013,7107,7138,597,557,6968,7006,696,435,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,7167,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,360,613,714,364,367,583,348,419,674,618,351,408,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6424,6663,6723,6813,6556,5928,4884,4234,6090,6069,5335,2792,6747,6447,2374,2558,3181,7035,3069,4478,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854])).
% 289.81/289.56 cnf(7204,plain,
% 289.81/289.56 (P13(a1,x72041,f18(a1,f32(a2,f30(x72041)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(7206,plain,
% 289.81/289.56 (P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,x72061,x72061)),x72062),f18(a2,f6(a2),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,576,346,629,679,575,569,6987,417,488,496,593,7013,7107,7138,597,557,6968,7006,7139,696,435,449,594,7012,7064,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,7167,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,360,613,714,364,367,583,348,419,674,618,351,408,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6424,6663,6723,6813,6556,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,2374,2558,3181,7035,3069,4478,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035])).
% 289.81/289.56 cnf(7213,plain,
% 289.81/289.56 (~E(f18(a2,x72131,f6(f112(a5))),f18(a2,x72131,a114))),
% 289.81/289.56 inference(rename_variables,[],[6529])).
% 289.81/289.56 cnf(7215,plain,
% 289.81/289.56 (E(f18(a2,f35(f35(f17(a2),x72151),x72152),x72153),f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,x72151,x72151),x72151)),x72152),x72153))),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,597,557,6968,7006,7139,696,435,449,594,7012,7064,7140,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,7167,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,360,613,714,364,367,583,348,419,674,618,351,408,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6424,6663,6723,6813,6556,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,4926,2374,2558,3181,7035,3069,4478,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975])).
% 289.81/289.56 cnf(7216,plain,
% 289.81/289.56 (E(f18(a2,f35(f35(f17(a2),x72161),x72162),f18(a2,f35(f35(f17(a2),x72163),x72162),x72164)),f18(a2,f35(f35(f17(a2),f18(a2,x72161,x72163)),x72162),x72164))),
% 289.81/289.56 inference(rename_variables,[],[679])).
% 289.81/289.56 cnf(7217,plain,
% 289.81/289.56 (P12(a2,x72171,f18(a2,x72172,x72171))),
% 289.81/289.56 inference(rename_variables,[],[594])).
% 289.81/289.56 cnf(7220,plain,
% 289.81/289.56 (P12(a1,x72201,x72201)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(7222,plain,
% 289.81/289.56 (~P13(a1,f18(a1,f35(f35(f17(a1),x72221),x72222),f32(a2,f30(f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x72223,x72221)),x72222),x72224),f7(a1))))),f18(a1,f35(f35(f17(a1),x72223),x72222),x72224))),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,597,557,6968,7006,7139,696,435,449,594,7012,7064,7140,585,646,6969,7005,7060,7081,675,701,7043,401,595,556,7036,7046,7167,7183,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,360,613,714,364,367,583,348,419,674,618,351,408,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,6563,7014,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,4926,2374,2558,3181,7035,3069,4478,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037])).
% 289.81/289.56 cnf(7227,plain,
% 289.81/289.56 (P12(a2,x72271,f35(f35(f17(a2),x72271),x72271))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7228,plain,
% 289.81/289.56 (P12(a2,x72281,f18(a2,x72281,x72282))),
% 289.81/289.56 inference(rename_variables,[],[595])).
% 289.81/289.56 cnf(7232,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x72321,f16(a3,x72322,x72323))),x72324),x72325),f18(a3,f35(f35(f17(a3),f16(a3,x72323,x72322)),x72324),f18(a3,f35(f35(f17(a3),x72321),x72324),x72325)))),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,597,557,6968,7006,7139,696,435,449,594,7012,7064,7140,585,646,6969,7005,7060,7081,675,701,7043,7063,401,595,7022,556,7036,7046,7167,7183,7220,436,617,6974,7009,647,399,494,699,711,558,6964,7032,468,398,360,613,714,364,367,583,348,419,674,618,351,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,4926,2374,2558,3181,7035,3069,4478,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047])).
% 289.81/289.56 cnf(7233,plain,
% 289.81/289.56 (~P13(a3,x72331,f18(a3,f35(f35(f17(a3),f16(a3,x72332,x72333)),x72334),f18(a3,f35(f35(f17(a3),f16(a3,x72333,x72332)),x72334),x72331)))),
% 289.81/289.56 inference(rename_variables,[],[6251])).
% 289.81/289.56 cnf(7241,plain,
% 289.81/289.56 (P13(a2,f35(f35(f17(a2),f35(f35(f17(a2),f6(a2)),f6(a2))),f35(f35(f17(a2),f6(a2)),f6(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x72411,f35(f35(f17(a2),f6(a2)),f6(a2))),f7(a2))),f18(a2,f18(a2,x72412,f35(f35(f17(a2),f6(a2)),f6(a2))),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[680,7031,686,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,435,449,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7004,675,701,7043,7063,401,595,7022,556,7036,7046,7167,7183,7220,436,617,6974,7009,636,647,399,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,4926,2374,2558,3181,7035,3069,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849])).
% 289.81/289.56 cnf(7243,plain,
% 289.81/289.56 (P13(a2,x72431,f18(a2,f18(a2,x72432,x72431),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7244,plain,
% 289.81/289.56 (P12(a2,x72441,f35(f35(f17(a2),x72441),x72441))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7245,plain,
% 289.81/289.56 (P12(a2,x72451,f35(f35(f17(a2),x72451),x72451))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7249,plain,
% 289.81/289.56 (~P13(a1,f32(a2,f7(a2)),f7(a1))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7004,675,701,7043,7063,401,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,636,647,399,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,4926,2374,2558,3181,7035,3069,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894])).
% 289.81/289.56 cnf(7251,plain,
% 289.81/289.56 (~P13(a3,f6(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7004,675,701,7043,7063,401,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,636,647,399,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,4884,4234,6090,6069,5335,2792,6747,6447,3935,4926,2374,2558,3181,7035,3069,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362])).
% 289.81/289.56 cnf(7255,plain,
% 289.81/289.56 (~P13(a3,f16(a3,f18(a3,x72551,f7(a3)),f7(a3)),x72551)),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7004,675,701,7043,7063,401,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,636,647,399,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,7017,4884,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,3069,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462])).
% 289.81/289.56 cnf(7256,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f16(a3,x72561,f7(a3)),f7(a3)),x72561)),
% 289.81/289.56 inference(rename_variables,[],[5928])).
% 289.81/289.56 cnf(7258,plain,
% 289.81/289.56 (~P12(a1,f18(a1,f32(a2,f30(f7(a1))),f7(a1)),f32(a2,f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7004,675,701,7043,7063,401,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,636,647,399,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,7017,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,3069,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104])).
% 289.81/289.56 cnf(7266,plain,
% 289.81/289.56 (P13(a3,f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7004,675,701,7043,7063,401,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6269,6614,5979,4409,5349,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,3069,5260,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444])).
% 289.81/289.56 cnf(7270,plain,
% 289.81/289.56 (~E(f35(f35(f22(x72701,f18(a2,x72702,f18(a2,x72703,f7(a2))),x72704),x72705),f6(a2)),x72703)),
% 289.81/289.56 inference(rename_variables,[],[6656])).
% 289.81/289.56 cnf(7273,plain,
% 289.81/289.56 (~E(f18(a2,x72731,f7(a2)),x72731)),
% 289.81/289.56 inference(rename_variables,[],[701])).
% 289.81/289.56 cnf(7285,plain,
% 289.81/289.56 (P13(a2,x72851,f18(a2,x72852,f18(a2,f18(a2,x72853,x72851),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7004,675,701,7043,7063,401,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6424,6663,6723,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223])).
% 289.81/289.56 cnf(7289,plain,
% 289.81/289.56 (~P12(a1,f12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x72891,x72892)),x72893),f18(a1,f35(f35(f17(a1),f16(a1,x72892,x72891)),x72893),x72894)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),x72894)),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7004,675,701,7043,7063,401,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,6663,6723,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453])).
% 289.81/289.56 cnf(7292,plain,
% 289.81/289.56 (~P12(a1,f32(a2,f35(f35(f17(a2),f18(a2,f30(x72921),f7(a2))),f35(f35(f17(a2),f18(a2,f30(x72921),f7(a2))),f18(a2,f30(x72921),f7(a2))))),x72921)),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7004,675,701,7043,7063,401,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6120,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,6663,6723,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103])).
% 289.81/289.56 cnf(7293,plain,
% 289.81/289.56 (~P12(a2,f35(f35(f17(a2),f18(a2,x72931,f7(a2))),f35(f35(f17(a2),f18(a2,x72931,f7(a2))),f18(a2,x72931,f7(a2)))),x72931)),
% 289.81/289.56 inference(rename_variables,[],[6120])).
% 289.81/289.56 cnf(7298,plain,
% 289.81/289.56 (P13(a2,x72981,f18(a2,f18(a2,x72982,x72981),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7301,plain,
% 289.81/289.56 (P13(a1,x73011,f18(a1,f32(a2,f30(x73011)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(7305,plain,
% 289.81/289.56 (P13(a2,x73051,f18(a2,f18(a2,x73052,x73051),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7306,plain,
% 289.81/289.56 (~P13(a2,f18(a2,x73061,x73062),x73061)),
% 289.81/289.56 inference(rename_variables,[],[712])).
% 289.81/289.56 cnf(7308,plain,
% 289.81/289.56 (P13(a2,f35(f35(f17(a2),f6(a2)),x73081),f18(a2,x73082,f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7298,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,467,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6120,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081])).
% 289.81/289.56 cnf(7312,plain,
% 289.81/289.56 (~P13(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f18(a2,f18(a2,f7(a2),f7(a2)),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7298,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,467,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,3738,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373])).
% 289.81/289.56 cnf(7316,plain,
% 289.81/289.56 (P13(a3,x73161,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,f18(a3,x73162,x73161),x73162)),f6(a3))),f7(a3))),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7298,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,459,466,494,517,699,711,558,6964,7032,468,398,443,467,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,3738,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688])).
% 289.81/289.56 cnf(7319,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f6(a3),f7(a3)),f7(a3))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,585,646,6969,7005,7060,7081,7110,7243,7298,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,468,398,443,467,360,613,714,364,367,708,583,348,419,674,618,351,352,356,408,420,692,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,4478,2775,3123,6998,3216,2066,3738,4846,2630,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292])).
% 289.81/289.56 cnf(7331,plain,
% 289.81/289.56 (P13(a2,x73311,f18(a2,f18(a2,x73312,x73311),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7332,plain,
% 289.81/289.56 (P12(a2,x73321,x73321)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(7336,plain,
% 289.81/289.56 (~E(f13(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),f6(a2))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,7217,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,468,493,398,443,467,360,613,714,364,367,708,442,583,348,419,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069])).
% 289.81/289.56 cnf(7340,plain,
% 289.81/289.56 (~E(f35(f35(f22(x73401,f18(a2,x73402,f18(a2,x73403,f7(a2))),x73404),x73405),f6(a2)),x73403)),
% 289.81/289.56 inference(rename_variables,[],[6656])).
% 289.81/289.56 cnf(7344,plain,
% 289.81/289.56 (~P13(a1,f6(a1),f35(f35(f17(a1),f31(f7(a1))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,7217,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,468,493,398,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,4346,6677,6392,7077,4827,6641,5403,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587])).
% 289.81/289.56 cnf(7348,plain,
% 289.81/289.56 (E(f18(a2,x73481,x73482),f18(a2,x73481,f18(a2,f35(f35(f17(a2),f16(a2,x73483,x73483)),x73484),x73482)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,7217,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,468,493,398,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079])).
% 289.81/289.56 cnf(7350,plain,
% 289.81/289.56 (P13(a3,f18(a3,f6(a3),f6(a3)),f18(a3,f7(a3),f35(f35(f21(a3),f12(a3,x73501)),x73502)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,7217,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,468,493,398,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,5296,5937,6752,6120,6715,5221,6336,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611])).
% 289.81/289.56 cnf(7360,plain,
% 289.81/289.56 (~P13(a2,x73601,f13(a2,x73601,x73602))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,7244,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,5296,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112])).
% 289.81/289.56 cnf(7363,plain,
% 289.81/289.56 (P12(a3,x73631,x73631)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(7365,plain,
% 289.81/289.56 (~E(f18(a2,f35(f35(f22(x73651,f18(a2,x73652,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x73653),x73654),f6(a2)),x73655),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,7244,597,557,6968,7006,7139,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7004,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,558,6964,7032,7179,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,5296,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,6563,7014,6251,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215])).
% 289.81/289.56 cnf(7366,plain,
% 289.81/289.56 (~E(f35(f35(f22(x73661,f18(a2,x73662,f18(a2,x73663,f7(a2))),x73664),x73665),f6(a2)),x73663)),
% 289.81/289.56 inference(rename_variables,[],[6656])).
% 289.81/289.56 cnf(7367,plain,
% 289.81/289.56 (~E(f35(f35(f22(x73671,f18(a2,x73672,f18(a2,x73673,f7(a2))),x73674),x73675),f6(a2)),f6(a2))),
% 289.81/289.56 inference(rename_variables,[],[6015])).
% 289.81/289.56 cnf(7371,plain,
% 289.81/289.56 (P12(a2,f6(a2),x73711)),
% 289.81/289.56 inference(rename_variables,[],[566])).
% 289.81/289.56 cnf(7374,plain,
% 289.81/289.56 (P12(a1,x73741,f18(a1,f12(a1,x73741),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[6144])).
% 289.81/289.56 cnf(7377,plain,
% 289.81/289.56 (P12(a2,x73771,f35(f35(f17(a2),x73771),x73771))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7378,plain,
% 289.81/289.56 (P13(a2,x73781,f18(a2,f18(a2,x73782,x73781),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7379,plain,
% 289.81/289.56 (P13(a2,x73791,f18(a2,f18(a2,x73792,x73791),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7380,plain,
% 289.81/289.56 (P12(a2,x73801,x73801)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(7383,plain,
% 289.81/289.56 (P12(a2,x73831,f35(f35(f17(a2),x73831),x73831))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7384,plain,
% 289.81/289.56 (P12(a2,x73841,f35(f35(f17(a2),x73841),x73841))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7388,plain,
% 289.81/289.56 (~P13(a2,x73881,f18(a2,f16(a2,f16(a2,x73881,x73882),f16(a2,x73881,x73882)),f16(a2,x73881,x73882)))),
% 289.81/289.56 inference(rename_variables,[],[6473])).
% 289.81/289.56 cnf(7390,plain,
% 289.81/289.56 (P13(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,350,558,6964,7032,7179,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976])).
% 289.81/289.56 cnf(7393,plain,
% 289.81/289.56 (P12(a3,x73931,x73931)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(7397,plain,
% 289.81/289.56 (P13(a2,x73971,f18(a2,f18(a2,x73972,x73971),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7399,plain,
% 289.81/289.56 (~P12(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f14(a2,f18(a2,f7(a2),f7(a2)),x73991))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,350,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196])).
% 289.81/289.56 cnf(7400,plain,
% 289.81/289.56 (P12(a2,f14(a2,x74001,x74002),x74001)),
% 289.81/289.56 inference(rename_variables,[],[597])).
% 289.81/289.56 cnf(7404,plain,
% 289.81/289.56 (~P12(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f6(a3)))),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,6466,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088])).
% 289.81/289.56 cnf(7406,plain,
% 289.81/289.56 (~P13(a1,f18(a1,f12(a1,f18(a1,f18(a1,f32(a2,f30(f6(a1))),f7(a1)),x74061)),f7(a1)),x74061)),
% 289.81/289.56 inference(scs_inference,[],[546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,6466,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465])).
% 289.81/289.56 cnf(7412,plain,
% 289.81/289.56 (~E(f18(a2,x74121,f6(f112(a5))),f18(a2,x74121,a115))),
% 289.81/289.56 inference(scs_inference,[],[379,546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,6466,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118])).
% 289.81/289.56 cnf(7414,plain,
% 289.81/289.56 (~P13(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[379,546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,6688,6466,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681])).
% 289.81/289.56 cnf(7416,plain,
% 289.81/289.56 (~P13(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f35(f35(f17(a1),f6(a1)),f6(a1)))),
% 289.81/289.56 inference(scs_inference,[],[379,546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,5301,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5403,5174,4289,6529,6015,6088,5296,6688,6466,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113])).
% 289.81/289.56 cnf(7422,plain,
% 289.81/289.56 (~E(f18(a2,f16(a2,f7(a2),f6(a2)),f6(a2)),f6(a2))),
% 289.81/289.56 inference(scs_inference,[],[379,546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,5301,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815])).
% 289.81/289.56 cnf(7423,plain,
% 289.81/289.56 (~E(f18(a2,f18(a2,f16(a2,x74231,f6(a2)),f6(a2)),f7(a2)),x74231)),
% 289.81/289.56 inference(rename_variables,[],[5019])).
% 289.81/289.56 cnf(7429,plain,
% 289.81/289.56 (P13(a2,f18(a2,x74291,f16(a2,x74292,x74293)),f18(a2,x74291,f18(a2,x74292,f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,5301,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6120,6715,5221,6336,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480])).
% 289.81/289.56 cnf(7431,plain,
% 289.81/289.56 (~P13(a3,f16(a3,f16(a3,x74311,x74312),f16(a3,x74311,x74312)),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[379,546,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,401,712,603,595,7022,556,7036,7046,7167,7183,7220,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,6614,5979,5301,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646])).
% 289.81/289.56 cnf(7439,plain,
% 289.81/289.56 (P12(a3,f6(a3),f13(a3,x74391,f7(a3)))),
% 289.81/289.56 inference(rename_variables,[],[2783])).
% 289.81/289.56 cnf(7442,plain,
% 289.81/289.56 (E(f35(f35(f17(a2),x74421),f92(x74421,x74421)),x74421)),
% 289.81/289.56 inference(rename_variables,[],[5964])).
% 289.81/289.56 cnf(7445,plain,
% 289.81/289.56 (~E(f18(a2,x74451,f7(a2)),x74451)),
% 289.81/289.56 inference(rename_variables,[],[701])).
% 289.81/289.56 cnf(7448,plain,
% 289.81/289.56 (P12(a1,x74481,x74481)),
% 289.81/289.56 inference(rename_variables,[],[556])).
% 289.81/289.56 cnf(7451,plain,
% 289.81/289.56 (P12(a2,x74511,x74511)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(7456,plain,
% 289.81/289.56 (P12(a1,f18(a1,f35(f35(f17(a1),x74561),x74562),x74563),f18(a1,f35(f35(f17(a1),x74564),x74562),f18(a1,f35(f35(f17(a1),f16(a1,x74561,x74564)),x74562),x74563)))),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,7380,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,556,7036,7046,7167,7183,7220,7448,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046])).
% 289.81/289.56 cnf(7459,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f35(f35(f17(a3),x74591),x74592),x74593),f18(a3,f35(f35(f17(a3),x74594),x74592),f18(a3,f35(f35(f17(a3),x74595),x74592),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x74591,x74594),x74595)),x74592),x74593),f6(a3)))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,686,562,576,346,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,557,6968,7006,7139,7332,7380,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,556,7036,7046,7167,7183,7220,7448,436,465,516,566,617,6974,7009,7204,7301,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,5349,6656,7270,7340,4346,6677,6392,7077,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039])).
% 289.81/289.56 cnf(7468,plain,
% 289.81/289.56 (P12(a2,f14(a2,x74681,x74682),x74681)),
% 289.81/289.56 inference(rename_variables,[],[597])).
% 289.81/289.56 cnf(7473,plain,
% 289.81/289.56 (P13(a2,x74731,f18(a2,f18(a2,x74732,x74731),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7477,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f18(a2,x74771,f18(a2,f6(a2),f7(a2))),f18(a2,f16(a2,x74772,x74773),x74773)),x74772)),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457])).
% 289.81/289.56 cnf(7483,plain,
% 289.81/289.56 (P13(a2,x74831,f18(a2,f18(a2,x74832,x74831),f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[646])).
% 289.81/289.56 cnf(7486,plain,
% 289.81/289.56 (P13(a1,x74861,f32(a2,f52(f36(x74862,x74863),f35(f35(f17(a1),x74861),f36(x74862,x74863)))))),
% 289.81/289.56 inference(rename_variables,[],[6630])).
% 289.81/289.56 cnf(7488,plain,
% 289.81/289.56 (~P13(a2,x74881,f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x74882),x74881))),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041])).
% 289.81/289.56 cnf(7490,plain,
% 289.81/289.56 (P12(a2,f6(a2),x74901)),
% 289.81/289.56 inference(rename_variables,[],[566])).
% 289.81/289.56 cnf(7492,plain,
% 289.81/289.56 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x74921,x74921)),x74922),x74923),f35(f35(f17(a2),x74923),x74923))),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034])).
% 289.81/289.56 cnf(7495,plain,
% 289.81/289.56 (~P13(a3,x74951,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x74952,x74953),x74954)),x74955),f18(a3,f35(f35(f17(a3),f16(a3,x74953,x74952)),x74955),f18(a3,f35(f35(f17(a3),x74954),x74955),x74951))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045])).
% 289.81/289.56 cnf(7498,plain,
% 289.81/289.56 (P12(a1,f6(a1),f18(a1,f7(a1),f12(a1,x74981)))),
% 289.81/289.56 inference(scs_inference,[],[379,546,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004])).
% 289.81/289.56 cnf(7502,plain,
% 289.81/289.56 (P12(a1,f12(a1,x75021),f33(a1,x75021))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807])).
% 289.81/289.56 cnf(7504,plain,
% 289.81/289.56 (~E(x75041,f18(a2,f18(a2,f18(a2,x75041,x75042),x75043),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360])).
% 289.81/289.56 cnf(7509,plain,
% 289.81/289.56 (P12(a2,x75091,f35(f35(f17(a2),x75091),x75091))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7511,plain,
% 289.81/289.56 (P12(a1,x75111,f18(a1,f12(a1,f12(a1,x75111)),f7(a1)))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7384,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140])).
% 289.81/289.56 cnf(7514,plain,
% 289.81/289.56 (E(x75141,f18(a5,f35(f35(f17(a5),f16(a5,x75142,x75142)),x75143),f18(a2,x75141,f6(a2))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,593,7013,7107,7138,7199,7227,7245,7377,7384,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,6721,5426,4884,6591,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120])).
% 289.81/289.56 cnf(7517,plain,
% 289.81/289.56 (~E(f18(f112(a5),x75171,f23(a5,a116,a115)),x75171)),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,6721,5426,4884,6591,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941])).
% 289.81/289.56 cnf(7520,plain,
% 289.81/289.56 (P12(a2,f6(a2),x75201)),
% 289.81/289.56 inference(rename_variables,[],[566])).
% 289.81/289.56 cnf(7523,plain,
% 289.81/289.56 (P12(a2,x75231,x75231)),
% 289.81/289.56 inference(rename_variables,[],[557])).
% 289.81/289.56 cnf(7533,plain,
% 289.81/289.56 (P13(a2,x75331,f16(a2,f18(a2,f18(a2,x75331,x75332),f7(a2)),x75332))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,4148,6721,5426,4884,6591,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556])).
% 289.81/289.56 cnf(7534,plain,
% 289.81/289.56 (P13(a2,x75341,f18(a2,x75341,f7(a2)))),
% 289.81/289.56 inference(rename_variables,[],[603])).
% 289.81/289.56 cnf(7539,plain,
% 289.81/289.56 (P12(a3,f18(a3,f6(a3),f6(a3)),f6(a3))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7244,597,7400,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,4148,6721,5426,4884,6591,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309])).
% 289.81/289.56 cnf(7540,plain,
% 289.81/289.56 (P12(a3,x75401,x75401)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(7543,plain,
% 289.81/289.56 (P12(a2,x75431,f35(f35(f17(a2),x75431),x75431))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7548,plain,
% 289.81/289.56 (P13(a1,x75481,f32(a2,f52(f36(x75482,x75483),f35(f35(f17(a1),x75481),f36(x75482,x75483)))))),
% 289.81/289.56 inference(rename_variables,[],[6630])).
% 289.81/289.56 cnf(7552,plain,
% 289.81/289.56 (~P13(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,7486,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010])).
% 289.81/289.56 cnf(7554,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f6(a3),f7(a3)),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,7486,6723,6368,6813,6965,6556,6983,5928,7017,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369])).
% 289.81/289.56 cnf(7556,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f16(a3,f18(a3,x75561,f7(a3)),f7(a3)),f7(a3)),x75561)),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,7486,6723,6368,6813,6965,6556,6983,5928,7017,7256,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259])).
% 289.81/289.56 cnf(7557,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f16(a3,x75571,f7(a3)),f7(a3)),x75571)),
% 289.81/289.56 inference(rename_variables,[],[5928])).
% 289.81/289.56 cnf(7559,plain,
% 289.81/289.56 (~P12(a1,f32(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f32(a2,f18(a2,f7(a2),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,7486,6723,6368,6813,6965,6556,6983,5928,7017,7256,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,4963,3935,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156])).
% 289.81/289.56 cnf(7567,plain,
% 289.81/289.56 (~P13(a3,f18(a3,f16(a3,f18(a3,x75671,f7(a3)),f7(a3)),f7(a3)),x75671)),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6718,6249,6999,6424,7189,6663,6630,7486,6723,6368,6813,6965,6556,6983,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260])).
% 289.81/289.56 cnf(7570,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f18(a2,x75701,f7(a2)),f18(a2,f35(f35(f17(a2),x75702),x75703),f18(a2,f35(f35(f17(a2),f16(a2,x75702,x75702)),x75703),x75704))),x75704)),
% 289.81/289.56 inference(scs_inference,[],[379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,6336,7131,4104,3288,6173,6378,5981,7158,6210,5638,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,6723,6368,6813,6965,6556,6983,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454])).
% 289.81/289.56 cnf(7582,plain,
% 289.81/289.56 (~E(f18(a2,x75821,f7(a2)),x75821)),
% 289.81/289.56 inference(rename_variables,[],[701])).
% 289.81/289.56 cnf(7585,plain,
% 289.81/289.56 (~P13(a1,f18(a1,f12(a1,x75851),f7(a1)),x75851)),
% 289.81/289.56 inference(rename_variables,[],[715])).
% 289.81/289.56 cnf(7596,plain,
% 289.81/289.56 (~P13(a1,f32(a2,f20(f18(a1,f32(a2,f30(f12(a1,f16(a1,x75961,x75962)))),f7(a1)))),f18(a1,f32(a2,f30(f12(a1,f16(a1,x75961,x75962)))),f7(a1)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,4532,6336,7131,4104,6400,3288,6173,6378,5981,7158,6210,5638,6066,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105])).
% 289.81/289.56 cnf(7597,plain,
% 289.81/289.56 (P12(a1,x75971,f32(a2,f20(x75971)))),
% 289.81/289.56 inference(rename_variables,[],[585])).
% 289.81/289.56 cnf(7602,plain,
% 289.81/289.56 (E(f35(f35(f17(a2),f16(a2,f6(a2),x76021)),f16(a2,f6(a2),x76021)),f35(f35(f17(a2),f6(a2)),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023])).
% 289.81/289.56 cnf(7605,plain,
% 289.81/289.56 (~P13(a2,f18(a2,f35(f35(f17(a2),x76051),x76052),f18(a2,f35(f35(f17(a2),f16(a2,x76051,x76051)),x76052),f18(a2,x76053,x76054))),x76053)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483])).
% 289.81/289.56 cnf(7608,plain,
% 289.81/289.56 (~P13(a1,f32(a2,f20(f18(a1,f12(a1,x76081),f7(a1)))),x76081)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201])).
% 289.81/289.56 cnf(7609,plain,
% 289.81/289.56 (P12(a1,x76091,f32(a2,f20(x76091)))),
% 289.81/289.56 inference(rename_variables,[],[585])).
% 289.81/289.56 cnf(7612,plain,
% 289.81/289.56 (P12(a2,x76121,f35(f35(f17(a2),x76121),x76121))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7619,plain,
% 289.81/289.56 (~P13(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034])).
% 289.81/289.56 cnf(7621,plain,
% 289.81/289.56 (~P13(a2,f35(f35(f17(a2),x76211),x76212),f35(f35(f17(a2),f16(a2,x76211,x76211)),x76212))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263])).
% 289.81/289.56 cnf(7623,plain,
% 289.81/289.56 (~E(f18(a2,x76231,f35(f35(f22(x76232,f18(a2,x76233,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x76234),x76235),f6(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214])).
% 289.81/289.56 cnf(7624,plain,
% 289.81/289.56 (~E(f35(f35(f22(x76241,f18(a2,x76242,f18(a2,x76243,f7(a2))),x76244),x76245),f6(a2)),x76243)),
% 289.81/289.56 inference(rename_variables,[],[6656])).
% 289.81/289.56 cnf(7629,plain,
% 289.81/289.56 (P13(a2,x76291,f35(f35(f17(a2),f18(a2,f18(a2,x76292,x76291),f7(a2))),f18(a2,f18(a2,x76292,x76291),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,376,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200])).
% 289.81/289.56 cnf(7631,plain,
% 289.81/289.56 (~P13(a2,f35(f35(f17(a2),f18(a2,x76311,f7(a2))),f35(f35(f17(a2),f18(a2,x76311,f7(a2))),f18(a2,x76311,f7(a2)))),x76311)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,376,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009])).
% 289.81/289.56 cnf(7633,plain,
% 289.81/289.56 (P13(a1,f35(f35(f17(a1),f6(a1)),f33(a1,x76331)),f33(a1,f7(a1)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,376,425,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152])).
% 289.81/289.56 cnf(7638,plain,
% 289.81/289.56 (~E(f35(f35(f17(a1),f18(a2,f6(a1),f7(a2))),f18(a2,f6(a1),f7(a2))),f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953])).
% 289.81/289.56 cnf(7643,plain,
% 289.81/289.56 (P12(a2,x76431,f35(f35(f17(a2),x76431),x76431))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7646,plain,
% 289.81/289.56 (E(f18(a1,f35(f35(f17(a1),x76461),x76462),f35(f35(f17(a1),x76463),x76462)),f18(a1,f35(f35(f17(a1),x76464),x76462),f35(f35(f17(a1),f18(a1,f16(a1,x76461,x76464),x76463)),x76462)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990])).
% 289.81/289.56 cnf(7649,plain,
% 289.81/289.56 (~E(x76491,f18(a2,f35(f35(f17(a2),x76491),x76491),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259])).
% 289.81/289.56 cnf(7650,plain,
% 289.81/289.56 (~P12(a2,f18(a2,x76501,f7(a2)),x76501)),
% 289.81/289.56 inference(rename_variables,[],[713])).
% 289.81/289.56 cnf(7651,plain,
% 289.81/289.56 (E(f18(x76511,x76512,f32(a2,f7(a2))),f18(x76511,x76512,f7(a1)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,419,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26])).
% 289.81/289.56 cnf(7653,plain,
% 289.81/289.56 (P12(a2,f6(a2),x76531)),
% 289.81/289.56 inference(rename_variables,[],[566])).
% 289.81/289.56 cnf(7655,plain,
% 289.81/289.56 (~P13(a1,f16(a1,a113,f33(a5,a120)),f6(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,5396,4963,2693,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401])).
% 289.81/289.56 cnf(7663,plain,
% 289.81/289.56 (E(f13(a2,f30(f6(a1)),x76631),f6(a2))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996])).
% 289.81/289.56 cnf(7668,plain,
% 289.81/289.56 (~P13(a2,f32(a2,f7(a2)),f7(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899])).
% 289.81/289.56 cnf(7670,plain,
% 289.81/289.56 (~E(f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810])).
% 289.81/289.56 cnf(7672,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),x76721),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349])).
% 289.81/289.56 cnf(7677,plain,
% 289.81/289.56 (P13(a1,x76771,f18(a1,f32(a2,f30(x76771)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(7679,plain,
% 289.81/289.56 (P13(a2,x76791,f18(a2,f18(a2,f35(f35(f17(a2),x76792),x76793),f18(a2,f35(f35(f17(a2),f16(a2,x76792,x76792)),x76793),f18(a2,x76791,x76794))),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690])).
% 289.81/289.56 cnf(7684,plain,
% 289.81/289.56 (~P12(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195])).
% 289.81/289.56 cnf(7685,plain,
% 289.81/289.56 (P12(a2,x76851,f35(f35(f17(a2),x76851),x76851))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7687,plain,
% 289.81/289.56 (~P13(a2,f18(a2,f18(a3,f6(a2),f7(a3)),x76871),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350])).
% 289.81/289.56 cnf(7689,plain,
% 289.81/289.56 (~P13(f112(a1),f32(a2,f7(a2)),f7(a1))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930])).
% 289.81/289.56 cnf(7691,plain,
% 289.81/289.56 (P13(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850])).
% 289.81/289.56 cnf(7692,plain,
% 289.81/289.56 (P12(a3,x76921,x76921)),
% 289.81/289.56 inference(rename_variables,[],[558])).
% 289.81/289.56 cnf(7694,plain,
% 289.81/289.56 (~P12(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367])).
% 289.81/289.56 cnf(7698,plain,
% 289.81/289.56 (~P13(a3,f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f6(a3)),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036])).
% 289.81/289.56 cnf(7702,plain,
% 289.81/289.56 (P12(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955])).
% 289.81/289.56 cnf(7716,plain,
% 289.81/289.56 (~P12(a3,f18(a3,x77161,f6(a3)),f18(a3,x77161,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684])).
% 289.81/289.56 cnf(7718,plain,
% 289.81/289.56 (~E(x77181,f35(f35(f17(a2),f18(a2,f18(a2,x77182,f6(a2)),f7(a2))),f18(a2,f14(a2,x77181,f18(a2,f18(a2,x77182,f6(a2)),f7(a2))),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29])).
% 289.81/289.56 cnf(7720,plain,
% 289.81/289.56 (~P14(f16(a2,f30(f32(a2,a1)),f6(a2)),f14(a2,f6(f112(a1)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,6991,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,5174,6757,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274])).
% 289.81/289.56 cnf(7725,plain,
% 289.81/289.56 (~P14(f30(f32(a2,a1)),f16(a2,f14(a2,f6(f112(a1)),f18(a2,f6(a2),f7(a2))),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,6991,6990,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,6568,5174,6757,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275])).
% 289.81/289.56 cnf(7728,plain,
% 289.81/289.56 (P13(a1,x77281,f18(a1,f32(a2,f30(x77281)),f7(a1)))),
% 289.81/289.56 inference(rename_variables,[],[617])).
% 289.81/289.56 cnf(7729,plain,
% 289.81/289.56 (~P13(a1,f18(a1,f12(a1,x77291),f7(a1)),x77291)),
% 289.81/289.56 inference(rename_variables,[],[715])).
% 289.81/289.56 cnf(7730,plain,
% 289.81/289.56 (~P22(f16(a2,f18(a2,f18(a2,x77301,a2),x77302),f18(a2,x77301,x77302)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,6991,6990,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331])).
% 289.81/289.56 cnf(7732,plain,
% 289.81/289.56 (~P16(a2,f16(a2,f35(f21(a2),f18(a2,f18(a2,x77321,f7(a2)),f7(a2))),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,574,575,569,6987,6991,6990,6986,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309])).
% 289.81/289.56 cnf(7733,plain,
% 289.81/289.56 (E(f16(a2,x77331,f6(a2)),x77331)),
% 289.81/289.56 inference(rename_variables,[],[569])).
% 289.81/289.56 cnf(7734,plain,
% 289.81/289.56 (P16(f18(a3,f35(f35(f17(a3),f16(a3,x77341,x77341)),x77342),a2),f35(f17(a2),f6(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308])).
% 289.81/289.56 cnf(7736,plain,
% 289.81/289.56 (~P12(f16(a2,a2,f6(a2)),f18(a2,x77361,f7(a2)),x77361)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258])).
% 289.81/289.56 cnf(7737,plain,
% 289.81/289.56 (E(f16(a2,x77371,f6(a2)),x77371)),
% 289.81/289.56 inference(rename_variables,[],[569])).
% 289.81/289.56 cnf(7738,plain,
% 289.81/289.56 (~P13(f16(a2,a2,f6(a2)),x77381,x77381)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255])).
% 289.81/289.56 cnf(7741,plain,
% 289.81/289.56 (~E(f35(f35(f17(a2),f18(a2,x77411,f7(a2))),f18(a2,x77411,f7(a2))),x77411)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260])).
% 289.81/289.56 cnf(7742,plain,
% 289.81/289.56 (P12(a2,x77421,f35(f35(f17(a2),x77421),x77421))),
% 289.81/289.56 inference(rename_variables,[],[593])).
% 289.81/289.56 cnf(7743,plain,
% 289.81/289.56 (~E(f18(a1,f32(a2,f30(f18(a1,f12(a1,x77431),f7(a1)))),f7(a1)),x77431)),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4827,6641,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257])).
% 289.81/289.56 cnf(7750,plain,
% 289.81/289.56 (~E(f18(a2,f13(a2,f6(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),f7(a2)),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6344,2783,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3161,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583])).
% 289.81/289.56 cnf(7754,plain,
% 289.81/289.56 (~P12(a3,f18(a3,f7(a3),f7(a3)),f14(a3,f18(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f13(a3,x77541,f7(a3))),f18(a3,f6(a3),f6(a3))),f7(a3)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,6867,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2630,2678,5452,2285,3745,3827,3161,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008])).
% 289.81/289.56 cnf(7759,plain,
% 289.81/289.56 (~E(f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),x77591),x77592),f6(a2))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,6867,6691,5625,6747,6447,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2264,2630,2678,5452,2285,3745,3827,3161,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162])).
% 289.81/289.56 cnf(7760,plain,
% 289.81/289.56 (E(x77601,f18(a2,f6(a2),x77601))),
% 289.81/289.56 inference(rename_variables,[],[2264])).
% 289.81/289.56 cnf(7778,plain,
% 289.81/289.56 (~E(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),x77781))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7742,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,594,7012,7064,7140,7217,598,585,7597,7609,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,7423,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,7116,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,6867,6691,5625,6747,6447,6775,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2775,3123,6998,3216,2066,3642,3738,4846,2264,7760,2630,2678,5452,2285,3745,3827,3161,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162,1561,913,1169,1160,1560,1471,999])).
% 289.81/289.56 cnf(7786,plain,
% 289.81/289.56 (E(f18(a2,f16(a2,f7(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.56 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7742,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,491,594,7012,7064,7140,7217,598,585,7597,7609,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,7653,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,7423,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,7116,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,6867,6691,5625,6747,6447,6775,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,2684,3111,3135,2064,2098,2775,3123,6998,3216,2066,3642,3738,4846,2264,7760,2630,2678,5452,2285,3745,3827,3161,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162,1561,913,1169,1160,1560,1471,999,1374,1497,1887])).
% 289.81/289.56 cnf(7787,plain,
% 289.81/289.56 (~E(f18(a2,x77871,f7(a2)),f6(a2))),
% 289.81/289.56 inference(rename_variables,[],[708])).
% 289.81/289.56 cnf(7792,plain,
% 289.81/289.56 (E(f18(a2,f35(f35(f17(a2),f16(a2,x77921,x77921)),x77922),f7(a2)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7742,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,491,594,7012,7064,7140,7217,598,585,7597,7609,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,7653,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,7787,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,7423,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,7116,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,6867,6691,5625,6747,6447,6775,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,5038,2684,3111,3135,2064,2098,2775,3123,6998,3216,2066,3642,3738,4846,2264,7760,2630,2678,5452,2285,3745,3827,3161,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162,1561,913,1169,1160,1560,1471,999,1374,1497,1887,1802,1216])).
% 289.81/289.57 cnf(7793,plain,
% 289.81/289.57 (~E(f18(a2,x77931,f7(a2)),f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[708])).
% 289.81/289.57 cnf(7796,plain,
% 289.81/289.57 (P12(a3,x77961,x77961)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(7798,plain,
% 289.81/289.57 (P13(a3,x77981,f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,f18(a3,x77982,f35(f35(f17(a3),x77981),f7(a3))),x77982)),f6(a3))),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7742,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,491,594,7012,7064,7140,7217,598,585,7597,7609,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,7653,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,7692,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,7787,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,7423,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,7116,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,4667,6867,6691,5625,6747,6447,6775,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,2566,4478,5038,2684,3111,3135,2064,2098,2775,3123,6998,3216,2066,3642,3738,4846,2264,7760,2630,2678,5452,2285,3745,3827,3161,2232,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162,1561,913,1169,1160,1560,1471,999,1374,1497,1887,1802,1216,1510,1740])).
% 289.81/289.57 cnf(7807,plain,
% 289.81/289.57 (~E(f18(a2,x78071,f7(a2)),f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[708])).
% 289.81/289.57 cnf(7812,plain,
% 289.81/289.57 (~P12(a3,f16(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f6(a3))),
% 289.81/289.57 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7742,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,491,594,7012,7064,7140,7217,598,585,7597,7609,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,7534,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,7653,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,7692,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,7787,7793,7807,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,7442,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,7423,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6522,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,7116,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,6090,6069,5335,2792,6259,6344,2783,7439,4667,6867,6691,5625,6747,6447,6775,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,4404,2566,4478,5038,2684,3111,3135,2064,2098,2775,3123,6998,3216,2066,3642,3738,4846,2264,7760,2630,2678,5452,2285,3745,3827,3161,2232,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162,1561,913,1169,1160,1560,1471,999,1374,1497,1887,1802,1216,1510,1740,1629,1055,887,886,1400])).
% 289.81/289.57 cnf(7820,plain,
% 289.81/289.57 (P12(f112(a1),f32(a2,f7(a2)),f7(a1))),
% 289.81/289.57 inference(scs_inference,[],[340,379,546,548,547,632,680,7031,641,686,660,562,576,346,376,425,464,629,679,7164,7216,590,574,575,569,6987,6991,6990,6986,7733,7737,354,370,375,417,488,496,694,702,593,7013,7107,7138,7199,7227,7245,7377,7384,7509,7543,7612,7643,7685,7742,7383,7244,597,7400,7468,557,6968,7006,7139,7332,7380,7451,7523,696,7059,345,405,435,449,458,491,594,7012,7064,7140,7217,598,585,7597,7609,646,6969,7005,7060,7081,7110,7243,7298,7305,7331,7379,7397,7473,7483,7378,7004,715,7585,7729,675,701,7043,7063,7273,7445,7582,401,712,7306,603,7534,595,7022,7228,556,7036,7046,7167,7183,7220,7448,436,465,516,566,7371,7490,7520,7653,617,6974,7009,7204,7301,7677,7728,6973,636,647,399,400,353,406,409,422,459,466,494,517,699,6979,711,713,7650,350,620,558,6964,7032,7179,7363,7393,7540,7692,7796,341,468,493,398,349,443,368,467,360,613,714,364,621,367,708,7787,7793,7807,442,583,7147,348,421,419,2062,365,674,618,351,352,361,356,408,420,359,692,444,362,438,578,437,407,579,6441,6227,6608,6269,5964,7442,6614,5979,5301,4409,7186,5349,3055,6656,7270,7340,7366,7624,4346,6573,6677,3819,6392,7077,7173,5968,5972,4892,4827,6641,6777,6485,5112,5019,7423,6776,5403,6568,5174,6757,6774,5519,4289,6529,7213,5391,5389,6779,6522,6015,7367,6088,5296,6688,6466,6542,5937,6633,6752,6570,6120,7293,6214,6715,7116,5221,4299,4532,6336,7131,4104,6400,3288,6173,7070,6378,5981,7158,6210,5638,6066,6096,2301,6563,7014,6251,7233,6473,7388,6317,2087,2115,6237,6718,7122,6249,6999,6424,7189,6663,6630,7486,7548,6723,6368,6813,6965,6556,6983,5332,5928,7017,7256,7557,6144,7374,5486,6303,4148,6721,5426,4884,6591,5996,2646,2680,6883,4234,4228,6090,6069,5335,2792,6259,6344,2783,7439,4667,6867,6691,5625,6747,6447,6775,6795,6576,5396,4963,2693,2272,3935,4898,4926,2374,3203,4849,2558,2307,3181,7035,4581,3069,5260,3658,3636,3634,5015,4404,2566,4478,5038,2684,3111,3135,2064,2098,2775,3123,6998,3216,2066,3642,3738,4846,2264,7760,2630,2678,5452,2285,3745,3827,3161,2232,2446,1671,1946,1472,1766,1130,1822,1331,16,1293,1532,1537,1762,1647,1852,1075,1376,1179,2040,1932,1781,1963,1039,1307,950,2038,1803,1459,1375,1357,1761,1178,1649,1031,1254,1029,1514,1466,1219,1380,1217,1030,1225,1672,1461,1232,1147,1467,1635,956,1076,1396,1356,1686,1478,1479,1655,1020,971,1846,1198,1361,1286,1086,1171,1378,1853,2042,1976,2036,1989,1973,1487,1780,1964,1933,1468,1024,1438,1437,1300,946,1854,2035,2033,1991,1975,2044,2037,1851,1658,2047,1050,991,1849,932,894,1362,914,1462,1104,1242,1207,831,1444,1344,1053,1099,1645,1530,1363,1223,904,1453,1103,1557,1301,1637,1636,1081,1221,1373,1688,1292,1648,1502,1491,1848,1348,1069,1133,875,1587,1448,1079,1611,1607,1226,1166,1460,1112,1436,1215,1610,1197,1847,1845,817,976,1426,1355,1196,1447,1088,1465,959,1118,1681,1113,911,1165,815,1481,1482,1480,1646,861,1314,884,1082,1287,1694,1417,2046,2039,1136,1432,1305,1924,1457,931,1434,1304,2041,2034,2045,1004,900,807,1360,1129,1555,1140,1120,941,1695,2051,1639,954,1015,1025,1556,1343,1309,1464,1265,1124,1634,1010,1369,1259,1156,1080,1333,1558,1260,1454,1087,1553,1570,794,1199,1679,1455,1157,1105,829,1023,1483,1201,1463,915,1509,1034,1263,1214,1117,1200,1009,1152,1992,953,1721,1172,1990,259,26,1451,1401,1202,992,1306,996,960,899,810,1349,1074,1718,1690,1308,1195,1350,930,1850,1367,1673,1036,1797,955,1256,1416,1477,1109,1114,1684,29,323,274,264,3,15,275,8,256,331,309,308,258,255,7,260,257,25,2,265,263,1583,2014,2008,1162,1561,913,1169,1160,1560,1471,999,1374,1497,1887,1802,1216,1510,1740,1629,1055,887,886,1400,944,1341,987])).
% 289.81/289.57 cnf(7836,plain,
% 289.81/289.57 (P12(a3,x78361,x78361)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(7838,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f16(a3,f18(a3,x78381,f7(a3)),f7(a3)),f7(a3)),x78381)),
% 289.81/289.57 inference(rename_variables,[],[7556])).
% 289.81/289.57 cnf(7846,plain,
% 289.81/289.57 (~P12(a1,f32(a2,f35(f35(f17(a2),f18(a2,f30(x78461),f7(a2))),f35(f35(f17(a2),f18(a2,f30(x78461),f7(a2))),f18(a2,f30(x78461),f7(a2))))),x78461)),
% 289.81/289.57 inference(rename_variables,[],[7292])).
% 289.81/289.57 cnf(7858,plain,
% 289.81/289.57 (~E(f18(a2,x78581,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),f6(a2))),
% 289.81/289.57 inference(scs_inference,[],[641,541,2064,646,558,621,408,437,7741,7292,7556,2462,7066,5065,4074,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913])).
% 289.81/289.57 cnf(7859,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x78591,f7(a2))),f18(a2,x78591,f7(a2))),x78591)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(7861,plain,
% 289.81/289.57 (~E(f18(f112(a5),f35(f35(f17(f112(a5)),x78611),x78612),f23(a5,a116,a115)),f18(f112(a5),f35(f35(f17(f112(a5)),x78613),x78612),f35(f35(f17(f112(a5)),f16(f112(a5),x78611,x78613)),x78612)))),
% 289.81/289.57 inference(scs_inference,[],[641,541,2064,646,558,621,408,437,7741,7517,7292,7556,2632,2462,7066,5065,4074,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974])).
% 289.81/289.57 cnf(7864,plain,
% 289.81/289.57 (P12(a2,f6(a2),x78641)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(7865,plain,
% 289.81/289.57 (P13(a2,x78651,f18(a2,f18(a2,x78652,x78651),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(7866,plain,
% 289.81/289.57 (P12(a2,x78661,f35(f35(f17(a2),x78661),x78661))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(7867,plain,
% 289.81/289.57 (~E(x78671,f35(f35(f17(a2),f18(a2,f18(a2,x78672,f6(a2)),f7(a2))),f18(a2,f14(a2,x78671,f18(a2,f18(a2,x78672,f6(a2)),f7(a2))),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[7718])).
% 289.81/289.57 cnf(7870,plain,
% 289.81/289.57 (P12(a2,x78701,f18(a2,x78702,x78701))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(7881,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f18(a1,f32(a2,f30(x78811)),f7(a1)),f7(a1)),x78811)),
% 289.81/289.57 inference(scs_inference,[],[551,641,541,2064,593,594,646,566,558,621,397,618,408,362,437,7741,7517,7718,6815,7292,7556,5653,2632,5966,2462,7066,5065,4074,4901,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039])).
% 289.81/289.57 cnf(7884,plain,
% 289.81/289.57 (E(f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2))),f6(f112(a1)))),
% 289.81/289.57 inference(scs_inference,[],[551,641,541,2064,593,594,646,566,558,621,397,618,408,362,437,7741,7517,7718,6989,6815,7292,7556,5653,2632,5966,2462,7066,5065,4074,4901,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950])).
% 289.81/289.57 cnf(7886,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f35(f35(f17(a1),x78861),x78862),a113),f18(a1,f35(f35(f17(a1),x78863),x78862),f18(a1,f35(f35(f17(a1),x78864),x78862),f18(a1,f35(f35(f17(a1),f16(a1,f16(a1,x78861,x78863),x78864)),x78862),f33(a5,a120)))))),
% 289.81/289.57 inference(scs_inference,[],[551,641,541,2064,593,594,646,566,558,621,397,419,618,408,362,437,7741,7517,7718,6989,6815,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,4901,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038])).
% 289.81/289.57 cnf(7895,plain,
% 289.81/289.57 (~P12(a1,f32(a2,f18(a2,f20(x78951),f7(a2))),x78951)),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,566,558,621,397,419,618,408,362,437,7741,7517,7718,6989,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,4901,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038])).
% 289.81/289.57 cnf(7896,plain,
% 289.81/289.57 (~P12(a2,f20(f32(a2,f18(a2,x78961,f7(a2)))),x78961)),
% 289.81/289.57 inference(rename_variables,[],[7146])).
% 289.81/289.57 cnf(7900,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,712,566,558,621,397,419,618,408,362,437,7741,7517,7718,6989,7694,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,4901,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219])).
% 289.81/289.57 cnf(7902,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f18(a2,f18(a2,f18(a2,x79021,f6(a2)),f7(a2)),x79022),x79023),x79022)),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,558,621,397,367,419,618,408,362,437,7741,7517,7718,6989,7694,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,4901,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466])).
% 289.81/289.57 cnf(7903,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x79031,x79032),x79031)),
% 289.81/289.57 inference(rename_variables,[],[712])).
% 289.81/289.57 cnf(7904,plain,
% 289.81/289.57 (P13(a2,x79041,f18(a2,f18(a2,x79042,x79041),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(7906,plain,
% 289.81/289.57 (P12(a3,f6(a3),f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,558,621,397,367,419,618,408,362,437,7741,7517,7718,6989,7191,7694,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,4901,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956])).
% 289.81/289.57 cnf(7908,plain,
% 289.81/289.57 (E(f35(f35(f17(a2),f7(a2)),f7(a2)),f18(a2,f16(a2,f35(f35(f17(a2),f7(a2)),f7(a2)),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,558,621,397,367,419,618,408,362,437,7741,7517,7718,6989,7191,7694,6417,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514])).
% 289.81/289.57 cnf(7911,plain,
% 289.81/289.57 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,x79111,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,558,621,397,367,419,618,408,362,437,7741,7859,7517,7718,6989,7191,7694,6417,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,6225,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216])).
% 289.81/289.57 cnf(7912,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x79121,f7(a2))),f18(a2,x79121,f7(a2))),x79121)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(7913,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x79131,f7(a2))),f18(a2,x79131,f7(a2))),f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[6225])).
% 289.81/289.57 cnf(7915,plain,
% 289.81/289.57 (~P13(a2,f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2)),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,7864,558,621,397,367,419,618,408,362,437,7741,7859,7517,7718,6185,6989,7191,7694,6417,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,6225,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467])).
% 289.81/289.57 cnf(7916,plain,
% 289.81/289.57 (P12(a2,f6(a2),x79161)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(7920,plain,
% 289.81/289.57 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x79201))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,7864,558,604,621,397,367,419,618,408,362,437,7741,7859,7912,7517,7718,6185,6989,7191,7694,6417,6815,7146,7292,7556,5653,2632,5966,4652,2462,7066,5065,4074,6225,7913,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217])).
% 289.81/289.57 cnf(7921,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x79211,f7(a2))),f18(a2,x79211,f7(a2))),x79211)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(7927,plain,
% 289.81/289.57 (P12(a3,x79271,x79271)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(7930,plain,
% 289.81/289.57 (P12(a1,f6(a1),f32(a2,x79301))),
% 289.81/289.57 inference(rename_variables,[],[583])).
% 289.81/289.57 cnf(7932,plain,
% 289.81/289.57 (P13(a1,f6(a1),f35(f35(f17(a1),f32(a2,f20(f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),f32(a2,f20(f18(a1,f32(a2,f30(f6(a1))),f7(a1))))))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,7864,558,7836,604,621,397,583,367,419,618,408,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7694,6417,6815,7146,7292,7142,7556,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396])).
% 289.81/289.57 cnf(7933,plain,
% 289.81/289.57 (P13(a1,x79331,f32(a2,f20(f18(a1,f32(a2,f30(x79331)),f7(a1)))))),
% 289.81/289.57 inference(rename_variables,[],[7142])).
% 289.81/289.57 cnf(7936,plain,
% 289.81/289.57 (P13(a1,f16(a1,x79361,f18(a1,f32(a2,f30(f12(a1,f16(a1,x79362,x79361)))),f7(a1))),x79362)),
% 289.81/289.57 inference(rename_variables,[],[7203])).
% 289.81/289.57 cnf(7938,plain,
% 289.81/289.57 (P13(a2,x79381,f18(a2,f18(a2,f35(f35(f17(a2),f7(a2)),f14(a2,x79381,f7(a2))),f14(a2,f35(f35(f17(a2),f7(a2)),f13(a2,x79381,f7(a2))),f7(a2))),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,7864,7916,558,7836,604,443,621,397,583,367,351,419,618,408,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7694,6417,6815,7146,7203,7292,7142,7556,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799])).
% 289.81/289.57 cnf(7939,plain,
% 289.81/289.57 (P12(a2,f6(a2),x79391)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(7943,plain,
% 289.81/289.57 (P12(a1,f6(a1),f32(a2,x79431))),
% 289.81/289.57 inference(rename_variables,[],[583])).
% 289.81/289.57 cnf(7945,plain,
% 289.81/289.57 (E(f16(x79451,x79452,f12(a1,f32(a2,x79453))),f16(x79451,x79452,f32(a2,x79453)))),
% 289.81/289.57 inference(scs_inference,[],[551,661,682,641,541,2064,593,594,646,7865,712,566,7864,7916,558,7836,604,443,621,397,583,7930,367,351,419,618,408,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7694,6417,6815,7146,7203,7292,7846,7142,7556,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16])).
% 289.81/289.57 cnf(7947,plain,
% 289.81/289.57 (E(f35(f35(f17(a2),f18(a2,x79471,f7(a2))),x79472),f18(a2,x79472,f35(f35(f17(a2),x79471),x79472)))),
% 289.81/289.57 inference(rename_variables,[],[655])).
% 289.81/289.57 cnf(7948,plain,
% 289.81/289.57 (P12(a2,f35(f35(f17(a2),x79481),f6(a2)),f35(f35(f17(a2),x79482),f6(a2)))),
% 289.81/289.57 inference(rename_variables,[],[3257])).
% 289.81/289.57 cnf(7950,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f35(f35(f17(a3),x79501),x79502),f18(a3,f16(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x79503,x79501)),x79502),x79504),f7(a3)),f7(a3)),f7(a3))),f18(a3,f35(f35(f17(a3),x79503),x79502),x79504))),
% 289.81/289.57 inference(scs_inference,[],[551,655,661,682,641,541,2064,593,594,646,7865,712,566,7864,7916,558,7836,604,443,621,397,583,7930,367,351,419,618,408,420,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7694,6417,6815,7146,7203,7292,7846,7142,7556,7838,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2092,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036])).
% 289.81/289.57 cnf(7958,plain,
% 289.81/289.57 (P12(a2,f18(a2,f35(f35(f17(a2),x79581),x79582),x79583),f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),x79581),x79581)),x79582),x79583))),
% 289.81/289.57 inference(scs_inference,[],[551,655,661,682,489,641,541,2064,593,7866,594,7870,646,7865,712,566,7864,7916,675,558,7836,604,443,621,397,583,7930,367,351,419,618,408,420,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,2546,4015,7694,6417,6815,7146,7203,7292,7846,7142,7556,7838,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040])).
% 289.81/289.57 cnf(7959,plain,
% 289.81/289.57 (P12(a2,x79591,f18(a2,x79592,x79591))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(7961,plain,
% 289.81/289.57 (~E(x79611,f18(a1,f35(f35(f17(a1),f16(a1,x79612,x79613)),x79614),f18(a2,f18(a1,f35(f35(f17(a1),f16(a1,x79613,x79612)),x79614),x79611),f18(a3,f6(a2),f7(a3)))))),
% 289.81/289.57 inference(scs_inference,[],[551,655,661,682,489,641,541,2064,593,7866,594,7870,646,7865,712,435,566,7864,7916,675,558,7836,604,443,621,397,583,7930,367,351,419,618,408,420,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7172,2546,4015,7694,6417,6815,7146,7203,7292,7846,7142,7556,7838,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989])).
% 289.81/289.57 cnf(7966,plain,
% 289.81/289.57 (E(f18(a2,x79661,x79662),f18(a2,f16(a2,x79662,x79662),f18(a2,x79661,x79662)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,2064,590,593,7866,557,594,7870,646,7865,712,435,436,566,7864,7916,675,558,7836,604,443,621,397,583,7930,367,351,419,618,408,420,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7172,2546,4015,7694,6417,6815,7146,7203,7292,7846,7142,7556,7838,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178])).
% 289.81/289.57 cnf(7967,plain,
% 289.81/289.57 (E(f16(a2,f18(a2,x79671,x79672),f18(a2,x79671,x79673)),f16(a2,x79672,x79673))),
% 289.81/289.57 inference(rename_variables,[],[633])).
% 289.81/289.57 cnf(7968,plain,
% 289.81/289.57 (P12(a2,x79681,x79681)),
% 289.81/289.57 inference(rename_variables,[],[557])).
% 289.81/289.57 cnf(7973,plain,
% 289.81/289.57 (~P13(a3,f12(a3,f16(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)),f6(a3))),f7(a3))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,2064,590,593,7866,557,594,7870,646,7865,712,435,436,566,7864,7916,675,558,7836,604,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7172,2546,5053,4015,7694,6417,6815,7146,7203,7292,7846,7142,7556,7838,7289,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853])).
% 289.81/289.57 cnf(7975,plain,
% 289.81/289.57 (~P12(a2,f20(f18(a1,f12(a1,f18(a1,f32(a2,x79751),f7(a1))),f7(a1))),x79751)),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,2064,590,593,7866,557,594,7870,646,7865,712,435,436,566,7864,7916,675,558,7836,604,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,6185,6989,7191,7172,2546,5053,4015,7694,6417,6815,7146,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375])).
% 289.81/289.57 cnf(7978,plain,
% 289.81/289.57 (P12(a2,f20(f35(f35(f17(a1),f32(a2,f7(a2))),f32(a2,f7(a2)))),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,2064,590,593,7866,557,594,7870,646,7865,712,435,436,566,7864,7916,675,558,7836,604,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,7172,2546,5053,4015,7694,6417,6815,7146,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104])).
% 289.81/289.57 cnf(7981,plain,
% 289.81/289.57 (P13(a3,x79811,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,f18(a3,x79812,x79811),x79812)),f6(a3))),f7(a3))),f7(a3)))),
% 289.81/289.57 inference(rename_variables,[],[7316])).
% 289.81/289.57 cnf(7986,plain,
% 289.81/289.57 (P12(a3,x79861,x79861)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(7989,plain,
% 289.81/289.57 (P13(a2,x79891,f18(a2,f18(a2,x79892,x79891),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(7991,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),x79911),x79911)),x79912),x79913),f18(a2,f35(f35(f17(a2),x79911),x79912),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,2064,590,593,7866,557,702,594,7870,646,7865,7904,712,435,436,566,7864,7916,675,699,558,7836,7927,604,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,7172,2546,5053,4015,7694,6417,6815,7146,7316,7981,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035])).
% 289.81/289.57 cnf(7992,plain,
% 289.81/289.57 (~P13(a2,x79921,f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[699])).
% 289.81/289.57 cnf(7994,plain,
% 289.81/289.57 (~P13(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x79941,x79941)),x79942),f16(a3,x79943,f7(a3))),f7(a3)),x79943)),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,2064,590,593,7866,557,702,594,7870,646,7865,7904,712,435,436,566,7864,7916,675,699,558,7836,7927,604,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,7172,2546,5053,4015,7694,6417,6815,7146,7316,7981,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254])).
% 289.81/289.57 cnf(7999,plain,
% 289.81/289.57 (~P13(a1,f6(a1),f35(f35(f17(a1),f35(f35(f22(x79991,f6(a1),x79992),x79993),f6(a2))),f35(f35(f22(x79991,f6(a1),x79992),x79993),f6(a2))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,2064,590,593,7866,659,557,702,594,7870,646,7865,7904,712,435,436,566,7864,7916,675,699,558,7836,7927,604,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,7172,2546,5053,4015,7694,6417,6815,7146,7316,7981,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207])).
% 289.81/289.57 cnf(8000,plain,
% 289.81/289.57 (E(f35(f35(f22(x80001,x80002,x80003),x80004),f6(a2)),x80002)),
% 289.81/289.57 inference(rename_variables,[],[619])).
% 289.81/289.57 cnf(8005,plain,
% 289.81/289.57 (~P13(a3,x80051,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x80052,x80053),x80054)),x80055),f18(a3,f35(f35(f17(a3),f16(a3,x80053,x80052)),x80055),f18(a3,f35(f35(f17(a3),x80054),x80055),x80051))))),
% 289.81/289.57 inference(rename_variables,[],[7495])).
% 289.81/289.57 cnf(8007,plain,
% 289.81/289.57 (~P13(a2,x80071,f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),x80071))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,2064,590,593,7866,659,557,702,594,7870,646,7865,7904,712,435,436,566,7864,7916,675,699,558,7836,7927,604,468,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,6815,7146,7488,7316,7981,7495,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,2430,2092,2524,3123,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636])).
% 289.81/289.57 cnf(8008,plain,
% 289.81/289.57 (~P13(a2,x80081,f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x80082),x80081))),
% 289.81/289.57 inference(rename_variables,[],[7488])).
% 289.81/289.57 cnf(8009,plain,
% 289.81/289.57 (P12(a2,x80091,f35(f35(f17(a2),x80091),x80091))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8011,plain,
% 289.81/289.57 (~E(f35(f35(f21(f18(a2,a5,f6(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),x80111),f6(f18(a2,a5,f6(a2))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,2064,590,593,7866,659,557,702,594,7870,646,7865,7904,701,712,435,436,566,7864,7916,675,699,558,7836,7927,604,468,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,6815,7146,7488,7316,7981,7495,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,3123,3642,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991])).
% 289.81/289.57 cnf(8013,plain,
% 289.81/289.57 (~P13(a3,f6(a3),f35(f35(f17(a3),f16(a3,x80131,x80131)),x80132))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,2064,590,593,7866,659,557,702,594,7870,646,7865,7904,701,712,435,436,566,7864,7916,675,699,558,7836,7927,604,468,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,6815,7146,7488,7316,7981,7495,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,3123,3642,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029])).
% 289.81/289.57 cnf(8016,plain,
% 289.81/289.57 (E(f35(f35(f22(x80161,x80162,x80163),x80164),f6(a2)),x80162)),
% 289.81/289.57 inference(rename_variables,[],[619])).
% 289.81/289.57 cnf(8018,plain,
% 289.81/289.57 (~P12(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,593,7866,659,557,702,594,7870,646,7865,7904,701,712,435,436,566,7864,7916,675,699,558,7836,7927,604,468,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7517,7718,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,7684,6815,7146,7488,7316,7981,7495,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,3123,3642,6447,2285,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221])).
% 289.81/289.57 cnf(8021,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x80211,f7(a2))),f18(a2,x80211,f7(a2))),x80211)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8026,plain,
% 289.81/289.57 (P12(a1,x80261,f18(a1,f35(f35(f17(a1),f16(a1,x80262,x80262)),x80263),x80261))),
% 289.81/289.57 inference(rename_variables,[],[7166])).
% 289.81/289.57 cnf(8028,plain,
% 289.81/289.57 (~P12(a2,f16(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f16(a2,f18(a2,f7(a2),f7(a2)),f18(a2,f7(a2),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,593,7866,8009,659,557,7968,702,594,7870,646,7865,7904,701,712,435,436,566,7864,7916,675,699,558,7836,7927,604,468,443,621,397,583,7930,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7921,7517,7718,6580,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,7684,6815,7146,7166,7488,7316,7981,7495,7203,7292,7846,7142,7608,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851])).
% 289.81/289.57 cnf(8029,plain,
% 289.81/289.57 (P12(a2,x80291,x80291)),
% 289.81/289.57 inference(rename_variables,[],[557])).
% 289.81/289.57 cnf(8030,plain,
% 289.81/289.57 (P12(a2,x80301,f35(f35(f17(a2),x80301),x80301))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8035,plain,
% 289.81/289.57 (P12(a1,x80351,f32(a2,f20(x80351)))),
% 289.81/289.57 inference(rename_variables,[],[585])).
% 289.81/289.57 cnf(8040,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f17(a2),f18(a2,x80401,f7(a2))),f35(f35(f17(a2),f18(a2,x80401,f7(a2))),f18(a2,x80401,f7(a2)))),x80401)),
% 289.81/289.57 inference(rename_variables,[],[7631])).
% 289.81/289.57 cnf(8049,plain,
% 289.81/289.57 (~P13(a2,x80491,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x80492))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,701,712,435,436,465,516,566,7864,7916,675,699,711,715,558,7836,7927,604,468,585,398,443,621,708,397,583,7930,7943,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7921,7517,7718,6580,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,7684,7631,7663,6815,7146,7166,7488,8008,7316,7981,7495,7203,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635])).
% 289.81/289.57 cnf(8052,plain,
% 289.81/289.57 (~P12(a3,f7(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,701,712,435,436,465,516,566,7864,7916,675,699,711,715,558,7836,7927,604,468,585,398,443,621,708,397,583,7930,7943,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7921,7517,7718,6580,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,7684,7631,7663,6815,7146,7166,7488,8008,7316,7981,7495,7203,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030])).
% 289.81/289.57 cnf(8054,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x80541,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x80541,f7(a2)),f7(a2))),f18(a2,f18(a2,x80541,f7(a2)),f7(a2)))),f6(a2))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,701,712,435,436,465,516,566,7864,7916,675,699,711,715,558,7836,7927,604,468,585,398,443,621,708,397,583,7930,7943,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7921,7517,7718,6580,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7495,7203,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081])).
% 289.81/289.57 cnf(8055,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f17(a2),f18(a2,x80551,f7(a2))),f35(f35(f17(a2),f18(a2,x80551,f7(a2))),f18(a2,x80551,f7(a2)))),x80551)),
% 289.81/289.57 inference(rename_variables,[],[7631])).
% 289.81/289.57 cnf(8057,plain,
% 289.81/289.57 (P12(a2,x80571,f35(f35(f17(a2),f18(a2,x80572,x80571)),f35(f35(f17(a2),f18(a2,x80572,x80571)),f18(a2,x80572,x80571))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,701,712,435,436,465,516,566,7864,7916,675,636,699,711,715,558,7836,7927,604,468,585,398,443,621,708,397,583,7930,7943,367,351,419,618,408,359,420,444,362,437,6672,7741,7859,7912,7921,7517,7718,6580,5923,6185,6989,7191,4515,7172,2546,5053,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7495,7203,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,5966,6670,4652,6292,2462,7066,6395,5065,4074,6225,7913,4901,3257,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348])).
% 289.81/289.57 cnf(8058,plain,
% 289.81/289.57 (P12(a2,x80581,f35(f35(f17(a2),x80581),f35(f35(f17(a2),x80581),x80581)))),
% 289.81/289.57 inference(rename_variables,[],[636])).
% 289.81/289.57 cnf(8067,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x80671,f16(a2,f18(a2,x80672,x80673),x80673)),x80672)),
% 289.81/289.57 inference(rename_variables,[],[7097])).
% 289.81/289.57 cnf(8077,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f22(x80771,f18(a2,x80772,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x80773),x80774),f6(a2)),f7(a2)),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,435,436,465,516,566,7864,7916,675,636,699,711,715,558,7836,7927,493,604,468,585,398,443,710,621,708,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,6672,7741,7859,7912,7921,7517,7718,6580,7365,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887])).
% 289.81/289.57 cnf(8078,plain,
% 289.81/289.57 (~E(f18(a2,f35(f35(f22(x80781,f18(a2,x80782,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x80783),x80784),f6(a2)),x80785),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[7365])).
% 289.81/289.57 cnf(8079,plain,
% 289.81/289.57 (~E(f18(a2,x80791,f7(a2)),f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[708])).
% 289.81/289.57 cnf(8081,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f35(f35(f21(a2),f6(a2)),f18(a2,f6(a2),f7(a2)))),f6(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,435,436,465,516,566,7864,7916,675,636,699,711,715,558,7836,7927,493,604,468,585,398,443,710,621,708,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,6672,7778,7741,7859,7912,7921,7517,7718,6580,7365,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373])).
% 289.81/289.57 cnf(8090,plain,
% 289.81/289.57 (P13(a3,f35(f35(f17(a3),f6(a3)),f7(a3)),f35(f35(f17(a3),f7(a3)),f14(a3,f7(a3),f7(a3))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,675,636,699,711,715,558,7836,7927,7986,493,647,604,468,585,398,443,710,621,366,708,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,7741,7859,7912,7921,7517,7718,6580,7365,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7936,7292,7846,7142,7608,7255,7556,7838,7289,5653,2632,7074,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847])).
% 289.81/289.57 cnf(8091,plain,
% 289.81/289.57 (P12(a3,x80911,x80911)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(8095,plain,
% 289.81/289.57 (P12(a1,x80951,f32(a2,f30(f18(a1,x80951,f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,675,636,699,711,715,558,7836,7927,7986,493,647,604,468,585,398,443,710,621,366,708,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,7365,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,5653,2632,7074,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686])).
% 289.81/289.57 cnf(8097,plain,
% 289.81/289.57 (P13(a1,f16(a1,x80971,f18(a1,f32(a2,f30(x80971)),f7(a1))),f6(a1))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,675,636,699,711,715,617,558,7836,7927,7986,493,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,7365,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,5653,2632,7074,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292])).
% 289.81/289.57 cnf(8099,plain,
% 289.81/289.57 (P12(a1,f6(a1),f34(a1,f32(a2,x80991),f32(a2,x80992)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,675,636,699,711,715,617,558,7836,7927,7986,493,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,7365,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,5653,2632,7074,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196])).
% 289.81/289.57 cnf(8100,plain,
% 289.81/289.57 (P12(a1,f6(a1),f32(a2,x81001))),
% 289.81/289.57 inference(rename_variables,[],[583])).
% 289.81/289.57 cnf(8103,plain,
% 289.81/289.57 (~E(f18(a5,f35(f35(f17(a5),f16(a5,x81031,x81032)),x81033),f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x81032,x81031)),x81033),x81034),f7(a2))),x81034)),
% 289.81/289.57 inference(rename_variables,[],[6639])).
% 289.81/289.57 cnf(8106,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f17(a2),f18(a2,x81061,f7(a2))),f35(f35(f17(a2),f18(a2,x81061,f7(a2))),f18(a2,x81061,f7(a2)))),x81061)),
% 289.81/289.57 inference(rename_variables,[],[7631])).
% 289.81/289.57 cnf(8108,plain,
% 289.81/289.57 (~E(f18(a2,x81081,f23(a5,a116,a115)),f18(a2,x81081,f6(f112(a5))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,675,636,699,711,715,617,558,7836,7927,7986,493,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,6815,7146,7166,7488,8008,7316,7981,7097,7495,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,5653,2632,7074,5966,7266,6670,4652,6292,2462,7066,6395,5065,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2524,2098,3123,3642,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079])).
% 289.81/289.57 cnf(8121,plain,
% 289.81/289.57 (P13(a2,f6(a2),f18(a2,x81211,f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[604])).
% 289.81/289.57 cnf(8125,plain,
% 289.81/289.57 (P12(a2,f6(a2),x81251)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(8130,plain,
% 289.81/289.57 (~P12(f112(a1),f19(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x81301,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x81301,f18(a2,f6(f112(a1)),f7(a2))))),f6(f112(a1)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,7266,6670,4652,6292,2462,7066,6395,5065,6135,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112])).
% 289.81/289.57 cnf(8132,plain,
% 289.81/289.57 (P12(a1,f7(a1),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,7266,6670,4652,6292,2462,7066,6395,5065,6135,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971])).
% 289.81/289.57 cnf(8134,plain,
% 289.81/289.57 (E(f18(a2,f18(a2,f35(f35(f17(a2),f16(a2,x81341,x81341)),x81342),f18(a2,f6(a2),f7(a2))),f7(a2)),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7292,7846,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,6670,4652,6292,2462,7066,6395,5065,6135,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356])).
% 289.81/289.57 cnf(8140,plain,
% 289.81/289.57 (P13(a2,x81401,f18(a2,f35(f35(f17(a2),x81402),x81403),f18(a2,f35(f35(f17(a2),f16(a2,x81402,x81402)),x81403),f18(a2,f18(a2,x81401,f7(a2)),x81404))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,6670,4652,6292,2462,7066,6395,5065,6135,6208,4074,6225,7913,4901,3257,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681])).
% 289.81/289.57 cnf(8143,plain,
% 289.81/289.57 (P12(f18(a2,f6(a2),a1),f12(f18(a2,f6(a2),a1),f35(f35(f17(a1),f7(a1)),f6(f18(a2,f6(a2),a1)))),f6(f18(a2,f6(a2),a1)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,6670,4652,6292,2462,7066,6395,5065,6135,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976])).
% 289.81/289.57 cnf(8151,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f17(a2),f7(a2)),f7(a2)),f18(a2,f16(a2,f35(f35(f17(a2),f7(a2)),f7(a2)),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,7992,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,6670,4652,6292,2462,7066,6395,5065,6135,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361])).
% 289.81/289.57 cnf(8153,plain,
% 289.81/289.57 (P13(f112(a1),f18(f112(a1),f6(f112(a1)),x81531),f18(f112(a1),f19(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x81532,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x81532,f18(a2,f6(f112(a1)),f7(a2))))),x81531))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,7992,711,715,617,558,7836,7927,7986,493,494,647,604,468,585,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,6670,4652,6292,2462,7066,6395,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482])).
% 289.81/289.57 cnf(8156,plain,
% 289.81/289.57 (P12(a1,x81561,f32(a2,f20(x81561)))),
% 289.81/289.57 inference(rename_variables,[],[585])).
% 289.81/289.57 cnf(8158,plain,
% 289.81/289.57 (~P12(a2,f35(f35(f17(a2),f18(a2,x81581,f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x81582,f6(a2)),f7(a2))),f18(a2,f18(a2,x81582,f6(a2)),f7(a2)))),f35(f35(f17(a2),x81581),f35(f35(f17(a2),f18(a2,f18(a2,x81582,f6(a2)),f7(a2))),f18(a2,f18(a2,x81582,f6(a2)),f7(a2)))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,493,494,647,604,468,585,8035,398,443,710,621,366,708,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717])).
% 289.81/289.57 cnf(8159,plain,
% 289.81/289.57 (P13(a2,x81591,f35(f35(f17(a2),f18(a2,f18(a2,x81592,x81591),f7(a2))),f18(a2,f18(a2,x81592,x81591),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[7629])).
% 289.81/289.57 cnf(8167,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x81671,f7(a2))),f18(a2,x81671,f7(a2))),x81671)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8170,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x81701,f7(a2))),f18(a2,x81701,f7(a2))),x81701)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8174,plain,
% 289.81/289.57 (P13(a2,x81741,f18(a2,f18(a2,x81742,x81741),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8176,plain,
% 289.81/289.57 (P12(f112(a1),f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2))),f6(f112(a1)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,2064,590,447,496,593,7866,8009,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,493,494,647,604,468,585,8035,398,443,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417])).
% 289.81/289.57 cnf(8178,plain,
% 289.81/289.57 (~E(f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),x81781),x81781)),x81782),f7(a2)),f18(a2,f35(f35(f17(a2),x81781),x81782),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,2064,590,447,496,593,7866,8009,8030,659,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,493,494,647,604,468,585,8035,398,443,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976])).
% 289.81/289.57 cnf(8179,plain,
% 289.81/289.57 (~E(f18(a2,x81791,f7(a2)),f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[708])).
% 289.81/289.57 cnf(8187,plain,
% 289.81/289.57 (P12(a2,x81871,f16(a2,f35(f35(f17(a2),f18(a2,x81871,f6(a2))),f18(a2,x81871,f6(a2))),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,2064,590,447,496,593,7866,8009,8030,659,354,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,493,494,647,604,468,585,8035,398,443,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694])).
% 289.81/289.57 cnf(8188,plain,
% 289.81/289.57 (P12(a2,x81881,f35(f35(f17(a2),x81881),x81881))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8189,plain,
% 289.81/289.57 (P12(a2,f6(a2),x81891)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(8191,plain,
% 289.81/289.57 (~E(f18(a2,f35(f35(f17(a2),x81911),x81912),f35(f35(f17(a2),x81913),f6(a2))),f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),x81911),x81911)),x81912),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,701,712,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,493,494,647,604,468,585,8035,398,443,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975])).
% 289.81/289.57 cnf(8200,plain,
% 289.81/289.57 (P13(a2,x82001,f18(a2,f18(a2,x82002,x82001),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8203,plain,
% 289.81/289.57 (E(f35(f35(f22(x82031,x82032,x82033),x82034),f6(a2)),x82032)),
% 289.81/289.57 inference(rename_variables,[],[619])).
% 289.81/289.57 cnf(8204,plain,
% 289.81/289.57 (~E(f18(a3,f18(a3,f7(a3),x82041),x82041),f6(a3))),
% 289.81/289.57 inference(rename_variables,[],[714])).
% 289.81/289.57 cnf(8205,plain,
% 289.81/289.57 (P12(a3,x82051,x82051)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(8207,plain,
% 289.81/289.57 (~P12(a1,f32(a2,f18(a2,f7(a2),f7(a2))),f7(a1))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,8174,701,712,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058])).
% 289.81/289.57 cnf(8213,plain,
% 289.81/289.57 (P12(a2,x82131,f18(a2,x82132,x82131))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(8215,plain,
% 289.81/289.57 (~E(f18(a2,f18(a2,f18(a2,f18(a2,x82151,x82152),f7(a2)),f7(a2)),x82153),f18(a2,x82152,f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434])).
% 289.81/289.57 cnf(8216,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x82161,x82162),x82161)),
% 289.81/289.57 inference(rename_variables,[],[712])).
% 289.81/289.57 cnf(8220,plain,
% 289.81/289.57 (E(f18(a2,f35(f35(f17(a2),f18(a2,x82201,x82201)),x82202),x82203),f18(a2,f35(f35(f17(a2),x82201),x82202),f18(a2,f35(f35(f17(a2),x82201),x82202),x82203)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,351,419,618,361,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,7215,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,6547,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991])).
% 289.81/289.57 cnf(8222,plain,
% 289.81/289.57 (P12(a2,x82221,f18(a2,x82222,x82221))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(8225,plain,
% 289.81/289.57 (P13(a3,x82251,f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),x82251),f7(a3)),f6(a3))),f7(a3)))),
% 289.81/289.57 inference(rename_variables,[],[7048])).
% 289.81/289.57 cnf(8229,plain,
% 289.81/289.57 (~E(f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),f7(a1))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,7215,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,7048,6547,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807])).
% 289.81/289.57 cnf(8231,plain,
% 289.81/289.57 (P12(a3,x82311,f12(a3,f16(a3,f35(f35(f17(a3),x82311),f7(a3)),f6(a3))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6639,5923,6185,6989,7191,7319,7215,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,7048,8225,6547,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362])).
% 289.81/289.57 cnf(8234,plain,
% 289.81/289.57 (~E(f18(a2,x82341,f18(a2,x82342,f7(a2))),x82341)),
% 289.81/289.57 inference(rename_variables,[],[6229])).
% 289.81/289.57 cnf(8238,plain,
% 289.81/289.57 (~P12(a1,f35(f35(f17(a1),a113),f62(f35(f17(a1),f33(a5,a120)),f35(f17(a1),a113),x82381,a1)),f35(f35(f17(a1),f33(a5,a120)),f62(f35(f17(a1),f33(a5,a120)),f35(f17(a1),a113),x82381,a1)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6229,6639,5923,6185,6989,7191,7319,7215,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,7048,8225,6547,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,5968,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051])).
% 289.81/289.57 cnf(8240,plain,
% 289.81/289.57 (P13(a1,x82401,f18(a1,f35(f35(f17(a1),f16(a1,x82402,x82403)),x82404),f18(a1,f32(a2,f30(f18(a1,f35(f35(f17(a1),f16(a1,x82403,x82402)),x82404),x82401))),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6229,6639,5923,6185,6989,7191,7319,7215,4515,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,5968,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037])).
% 289.81/289.57 cnf(8250,plain,
% 289.81/289.57 (~P12(a1,f12(a1,f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f7(a1))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6229,6639,5923,6185,6989,7191,7319,7215,4515,6977,7172,7069,2546,6985,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,3681,3714,5968,6173,6813,5339,2672,2558,3658,3636,3634,4061,2430,2092,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140])).
% 289.81/289.57 cnf(8255,plain,
% 289.81/289.57 (P12(a3,x82551,x82551)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(8260,plain,
% 289.81/289.57 (P12(a2,f16(a2,f6(a2),x82601),x82602)),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,8205,493,494,647,604,468,585,8035,8156,398,443,714,710,621,366,708,8079,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,7517,7718,7867,6580,5009,7365,6229,6639,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025])).
% 289.81/289.57 cnf(8263,plain,
% 289.81/289.57 (P12(a2,f13(a2,x82631,x82632),x82631)),
% 289.81/289.57 inference(rename_variables,[],[598])).
% 289.81/289.57 cnf(8266,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x82661,f7(a2))),f18(a2,x82661,f7(a2))),x82661)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8277,plain,
% 289.81/289.57 (P13(a1,f6(a1),f32(a2,f20(f18(a1,f32(a2,f30(f18(a1,f32(a2,f30(f6(a1))),f7(a1)))),f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,367,365,611,351,419,618,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,7517,7718,7867,6580,5009,7365,6229,6639,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199])).
% 289.81/289.57 cnf(8278,plain,
% 289.81/289.57 (P13(a1,x82781,f18(a1,f32(a2,f30(x82781)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[617])).
% 289.81/289.57 cnf(8279,plain,
% 289.81/289.57 (P13(a1,x82791,f32(a2,f20(f18(a1,f32(a2,f30(x82791)),f7(a1)))))),
% 289.81/289.57 inference(rename_variables,[],[7142])).
% 289.81/289.57 cnf(8283,plain,
% 289.81/289.57 (~E(f18(a2,f35(f35(f22(x82831,f18(a2,x82832,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x82833),x82834),f6(a2)),x82835),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[7365])).
% 289.81/289.57 cnf(8285,plain,
% 289.81/289.57 (~P13(a3,f6(a3),f35(f35(f17(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,7517,7718,7867,6580,5009,7365,8078,6229,6639,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587])).
% 289.81/289.57 cnf(8287,plain,
% 289.81/289.57 (P13(a1,f35(f35(f17(a1),f16(a1,x82871,f18(a1,f32(a2,f30(f12(a1,f16(a1,f6(a1),x82871)))),f7(a1)))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f6(a1))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,7517,7718,7867,6580,5009,7365,8078,6229,6639,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502])).
% 289.81/289.57 cnf(8288,plain,
% 289.81/289.57 (P13(a1,f16(a1,x82881,f18(a1,f32(a2,f30(f12(a1,f16(a1,x82882,x82881)))),f7(a1))),x82882)),
% 289.81/289.57 inference(rename_variables,[],[7203])).
% 289.81/289.57 cnf(8289,plain,
% 289.81/289.57 (P13(a1,x82891,f18(a1,f32(a2,f30(x82891)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[617])).
% 289.81/289.57 cnf(8291,plain,
% 289.81/289.57 (~E(f18(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133])).
% 289.81/289.57 cnf(8292,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x82921,f7(a2))),f18(a2,x82921,f7(a2))),x82921)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8297,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f35(f35(f17(a2),f18(a2,f18(a2,x82971,x82972),f7(a2))),f18(a2,f18(a2,x82971,x82972),f7(a2))),x82973),x82973)),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607])).
% 289.81/289.57 cnf(8298,plain,
% 289.81/289.57 (P12(a2,x82981,f35(f35(f17(a2),x82981),x82981))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8301,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f18(a2,f16(a2,x83011,x83012),x83013),x83012),x83011)),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556])).
% 289.81/289.57 cnf(8302,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x83021,x83022),x83021)),
% 289.81/289.57 inference(rename_variables,[],[712])).
% 289.81/289.57 cnf(8304,plain,
% 289.81/289.57 (P13(a1,f33(a5,a120),f18(a1,f32(a2,f30(a113)),f7(a1)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197])).
% 289.81/289.57 cnf(8305,plain,
% 289.81/289.57 (P13(a1,x83051,f18(a1,f32(a2,f30(x83051)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[617])).
% 289.81/289.57 cnf(8307,plain,
% 289.81/289.57 (P13(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f18(a3,f7(a3),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260])).
% 289.81/289.57 cnf(8309,plain,
% 289.81/289.57 (P12(a2,f12(a1,f32(a2,x83091)),f32(a2,x83091))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829])).
% 289.81/289.57 cnf(8311,plain,
% 289.81/289.57 (~E(f18(a2,x83111,x83112),f18(a2,x83112,f18(a2,f18(a2,x83113,x83111),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355])).
% 289.81/289.57 cnf(8314,plain,
% 289.81/289.57 (P13(a2,x83141,f18(a2,f18(a2,x83142,x83141),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8316,plain,
% 289.81/289.57 (~P12(a2,f18(a2,x83161,f35(f35(f17(a2),f7(a2)),f7(a2))),x83161)),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634])).
% 289.81/289.57 cnf(8317,plain,
% 289.81/289.57 (~P12(a2,f18(a2,x83171,f7(a2)),x83171)),
% 289.81/289.57 inference(rename_variables,[],[713])).
% 289.81/289.57 cnf(8318,plain,
% 289.81/289.57 (P12(a2,x83181,f35(f35(f17(a2),x83181),x83181))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8324,plain,
% 289.81/289.57 (P12(a2,f13(a2,x83241,x83242),x83241)),
% 289.81/289.57 inference(rename_variables,[],[598])).
% 289.81/289.57 cnf(8326,plain,
% 289.81/289.57 (~E(f18(a1,x83261,f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a1,x83261,f6(f18(a2,a5,f6(a2)))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117])).
% 289.81/289.57 cnf(8327,plain,
% 289.81/289.57 (~E(f18(a2,x83271,f7(a2)),x83271)),
% 289.81/289.57 inference(rename_variables,[],[701])).
% 289.81/289.57 cnf(8331,plain,
% 289.81/289.57 (P13(a1,f16(a1,x83311,f18(a1,f32(a2,f30(f12(a1,f16(a1,x83312,x83311)))),f7(a1))),x83312)),
% 289.81/289.57 inference(rename_variables,[],[7203])).
% 289.81/289.57 cnf(8333,plain,
% 289.81/289.57 (~P13(a2,x83331,f13(a2,f16(a2,x83331,x83332),x83333))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7360,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226])).
% 289.81/289.57 cnf(8334,plain,
% 289.81/289.57 (~P13(a2,x83341,f13(a2,x83341,x83342))),
% 289.81/289.57 inference(rename_variables,[],[7360])).
% 289.81/289.57 cnf(8336,plain,
% 289.81/289.57 (~E(f18(a2,x83361,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),x83361)),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7360,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904])).
% 289.81/289.57 cnf(8337,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x83371,f7(a2))),f18(a2,x83371,f7(a2))),x83371)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8339,plain,
% 289.81/289.57 (~P12(a3,f35(f35(f21(a3),f12(a3,x83391)),f35(f35(f17(a2),x83392),f6(a2))),f6(a3))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,6229,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7360,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088])).
% 289.81/289.57 cnf(8343,plain,
% 289.81/289.57 (~E(f18(a2,f18(a2,f6(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x83431),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,6229,8234,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7360,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215])).
% 289.81/289.57 cnf(8344,plain,
% 289.81/289.57 (~E(f18(a2,x83441,f18(a2,x83442,f7(a2))),x83441)),
% 289.81/289.57 inference(rename_variables,[],[6229])).
% 289.81/289.57 cnf(8345,plain,
% 289.81/289.57 (~E(f18(a2,x83451,f18(a2,x83452,f7(a2))),x83452)),
% 289.81/289.57 inference(rename_variables,[],[2135])).
% 289.81/289.57 cnf(8349,plain,
% 289.81/289.57 (P13(a1,f7(a1),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,6229,8234,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,7312,6815,7146,7896,7360,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152])).
% 289.81/289.57 cnf(8351,plain,
% 289.81/289.57 (P12(a2,x83511,f35(f35(f17(a2),f18(a2,f18(a2,x83512,x83511),f7(a2))),f18(a2,f18(a2,x83512,x83511),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,6229,8234,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009])).
% 289.81/289.57 cnf(8360,plain,
% 289.81/289.57 (P13(a1,f16(a1,x83601,f18(a1,f32(a2,f30(f12(a1,f16(a1,x83602,x83601)))),f7(a1))),x83602)),
% 289.81/289.57 inference(rename_variables,[],[7203])).
% 289.81/289.57 cnf(8362,plain,
% 289.81/289.57 (P13(a2,f16(a2,f6(a2),f6(a2)),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165])).
% 289.81/289.57 cnf(8366,plain,
% 289.81/289.57 (~P13(a3,x83661,f18(a3,f35(f35(f17(a3),f16(a3,x83662,x83663)),x83664),f18(a3,f35(f35(f17(a3),x83665),x83664),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x83663,x83662),x83665)),x83664),x83661))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481])).
% 289.81/289.57 cnf(8368,plain,
% 289.81/289.57 (~P13(a1,f32(a2,f30(f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x83681,x83681)),x83682),x83683),f7(a1)))),x83683)),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480])).
% 289.81/289.57 cnf(8370,plain,
% 289.81/289.57 (~P13(f112(a1),f19(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x83701,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x83701,f18(a2,f6(f112(a1)),f7(a2))))),f6(f112(a1)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113])).
% 289.81/289.57 cnf(8372,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886])).
% 289.81/289.57 cnf(8373,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x83731,f7(a2))),f18(a2,x83731,f7(a2))),x83731)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8374,plain,
% 289.81/289.57 (~E(f18(a2,x83741,f7(a2)),x83741)),
% 289.81/289.57 inference(rename_variables,[],[701])).
% 289.81/289.57 cnf(8379,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x83791,x83792)),x83793),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x83792,x83791)),x83793),x83794),f7(a3))),x83794)),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2680,3111,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046])).
% 289.81/289.57 cnf(8382,plain,
% 289.81/289.57 (P13(a1,x83821,f32(a2,f20(f18(a1,f32(a2,f30(x83821)),f7(a1)))))),
% 289.81/289.57 inference(rename_variables,[],[7142])).
% 289.81/289.57 cnf(8387,plain,
% 289.81/289.57 (P12(a2,f16(a2,x83871,x83872),f16(a2,f18(a2,x83873,x83871),x83872))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457])).
% 289.81/289.57 cnf(8390,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,x83901,f7(a2))),f18(a2,x83901,f7(a2))),x83901)),
% 289.81/289.57 inference(rename_variables,[],[7741])).
% 289.81/289.57 cnf(8397,plain,
% 289.81/289.57 (~E(f18(a1,f35(f35(f17(a1),f16(a1,x83971,x83972)),x83973),f18(a2,f18(a1,f35(f35(f17(a1),f16(a1,x83972,x83971)),x83973),x83974),f18(a3,f6(a2),f7(a3)))),x83974)),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,574,447,496,593,7866,8009,8030,8188,8298,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990])).
% 289.81/289.57 cnf(8403,plain,
% 289.81/289.57 (P12(a2,x84031,f18(a2,x84032,x84031))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(8405,plain,
% 289.81/289.57 (~E(f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900])).
% 289.81/289.57 cnf(8411,plain,
% 289.81/289.57 (E(f35(f35(f22(x84111,x84112,x84113),x84114),f6(a2)),x84112)),
% 289.81/289.57 inference(rename_variables,[],[619])).
% 289.81/289.57 cnf(8415,plain,
% 289.81/289.57 (~P12(a1,f6(a1),f16(a1,f6(a1),f7(a1)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,558,7836,7927,7986,8091,8205,8255,493,494,647,604,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304])).
% 289.81/289.57 cnf(8419,plain,
% 289.81/289.57 (P12(a2,x84191,x84191)),
% 289.81/289.57 inference(rename_variables,[],[557])).
% 289.81/289.57 cnf(8425,plain,
% 289.81/289.57 (P13(a1,x84251,f18(a1,f32(a2,f30(x84251)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[617])).
% 289.81/289.57 cnf(8427,plain,
% 289.81/289.57 (~P13(a1,f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),f7(a1))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004])).
% 289.81/289.57 cnf(8429,plain,
% 289.81/289.57 (P12(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954])).
% 289.81/289.57 cnf(8431,plain,
% 289.81/289.57 (~E(x84311,f35(f35(f17(a2),f18(a2,f18(a2,x84312,x84311),f7(a2))),f18(a2,f18(a2,x84312,x84311),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899])).
% 289.81/289.57 cnf(8433,plain,
% 289.81/289.57 (P12(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010])).
% 289.81/289.57 cnf(8435,plain,
% 289.81/289.57 (P12(a2,x84351,f18(a2,f18(a2,x84351,x84352),x84353))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,701,8327,712,7903,8216,595,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349])).
% 289.81/289.57 cnf(8444,plain,
% 289.81/289.57 (~P13(a2,x84441,f13(a2,x84441,x84442))),
% 289.81/289.57 inference(rename_variables,[],[7360])).
% 289.81/289.57 cnf(8447,plain,
% 289.81/289.57 (P13(a1,x84471,f18(a1,f32(a2,f30(x84471)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[617])).
% 289.81/289.57 cnf(8458,plain,
% 289.81/289.57 (P13(a3,x84581,f18(a3,f16(a3,f18(a3,x84581,f7(a3)),f7(a3)),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,8324,701,8327,712,7903,8216,595,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960])).
% 289.81/289.57 cnf(8476,plain,
% 289.81/289.57 (~P13(a3,f6(a3),f35(f35(f17(a3),f14(a3,x84761,f6(a3))),f14(a3,x84761,f6(a3))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,598,8263,8324,701,8327,712,7903,8216,595,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308])).
% 289.81/289.57 cnf(8483,plain,
% 289.81/289.57 (P13(a2,x84831,f35(f35(f17(a2),f18(a2,f18(a2,x84832,f18(a2,x84831,x84833)),f7(a2))),f18(a2,f18(a2,x84832,f18(a2,x84831,x84833)),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,595,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350])).
% 289.81/289.57 cnf(8484,plain,
% 289.81/289.57 (P13(a2,x84841,f35(f35(f17(a2),f18(a2,f18(a2,x84842,x84841),f7(a2))),f18(a2,f18(a2,x84842,x84841),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[7629])).
% 289.81/289.57 cnf(8490,plain,
% 289.81/289.57 (~E(f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))),f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f6(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,595,556,435,436,465,516,566,7864,7916,7939,8125,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987])).
% 289.81/289.57 cnf(8495,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x84951,x84952),x84951)),
% 289.81/289.57 inference(rename_variables,[],[712])).
% 289.81/289.57 cnf(8505,plain,
% 289.81/289.57 (P12(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036])).
% 289.81/289.57 cnf(8507,plain,
% 289.81/289.57 (P12(a2,f18(a2,x85071,x85072),f18(a2,f18(a2,x85073,x85071),x85072))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455])).
% 289.81/289.57 cnf(8509,plain,
% 289.81/289.57 (P13(a1,f18(a1,f6(a1),x85091),f18(a1,f32(a2,f18(a2,x85092,f7(a2))),x85091))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483])).
% 289.81/289.57 cnf(8511,plain,
% 289.81/289.57 (P12(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034])).
% 289.81/289.57 cnf(8521,plain,
% 289.81/289.57 (P12(a2,f18(a2,x85211,f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,x85212,x85211),f7(a2))),f18(a2,f18(a2,x85212,x85211),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263])).
% 289.81/289.57 cnf(8523,plain,
% 289.81/289.57 (~P13(a3,f7(a3),f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109])).
% 289.81/289.57 cnf(8530,plain,
% 289.81/289.57 (~E(f35(f35(f22(x85301,f18(a2,x85302,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x85303),x85304),f6(a2)),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26])).
% 289.81/289.57 cnf(8532,plain,
% 289.81/289.57 (P13(a1,x85321,f18(a1,f32(a2,f30(f12(a1,f16(a1,f6(a1),x85321)))),f7(a1)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401])).
% 289.81/289.57 cnf(8536,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x85361,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x85361,f7(a2)),f7(a2))),f18(a2,f18(a2,x85361,f7(a2)),f7(a2)))),x85361)),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074])).
% 289.81/289.57 cnf(8539,plain,
% 289.81/289.57 (P12(a1,f33(a5,a120),f18(a1,f35(f35(f17(a1),f16(a1,x85391,x85391)),x85392),a113))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195])).
% 289.81/289.57 cnf(8547,plain,
% 289.81/289.57 (P13(a2,x85471,f35(f35(f17(a2),f18(a2,x85471,f7(a2))),f35(f35(f17(a2),f18(a2,x85471,f7(a2))),f18(a2,x85471,f7(a2)))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367])).
% 289.81/289.57 cnf(8550,plain,
% 289.81/289.57 (~P12(a1,f35(f35(f17(a1),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f35(f35(f17(a1),f7(a1)),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797])).
% 289.81/289.57 cnf(8553,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f18(a2,x85531,x85532),x85533),f18(a2,x85531,x85533))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690])).
% 289.81/289.57 cnf(8555,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,655,7947,661,682,378,469,489,623,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451])).
% 289.81/289.57 cnf(8560,plain,
% 289.81/289.57 (E(f16(a2,f18(a2,x85601,x85602),f18(a2,x85601,x85603)),f16(a2,x85602,x85603))),
% 289.81/289.57 inference(rename_variables,[],[633])).
% 289.81/289.57 cnf(8561,plain,
% 289.81/289.57 (~P12(a2,f18(a3,f18(a3,f35(f35(f17(a3),f14(a3,f6(a2),x85611)),x85611),f13(a3,f6(a2),x85611)),f7(a3)),f6(a2))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,655,7947,661,682,378,469,489,623,684,641,541,619,8000,8016,8203,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,6173,6813,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259])).
% 289.81/289.57 cnf(8565,plain,
% 289.81/289.57 (~P13(a2,x85651,x85651)),
% 289.81/289.57 inference(rename_variables,[],[696])).
% 289.81/289.57 cnf(8567,plain,
% 289.81/289.57 (~P9(f35(f35(f22(x85671,a2,x85672),x85673),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7730,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,6173,6813,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323])).
% 289.81/289.57 cnf(8569,plain,
% 289.81/289.57 (~P14(f16(a2,f18(a2,x85691,f30(f32(a2,a1))),f18(a2,x85691,f6(a2))),f14(a2,f6(f112(a1)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,6173,6813,6775,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274])).
% 289.81/289.57 cnf(8570,plain,
% 289.81/289.57 (E(f16(a2,f18(a2,x85701,x85702),f18(a2,x85701,x85703)),f16(a2,x85702,x85703))),
% 289.81/289.57 inference(rename_variables,[],[633])).
% 289.81/289.57 cnf(8571,plain,
% 289.81/289.57 (~P27(f35(f35(f17(a3),f35(f35(f22(x85711,a2,x85712),x85713),f6(a2))),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7517,7718,7867,6580,5009,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,6173,6813,6775,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264])).
% 289.81/289.57 cnf(8573,plain,
% 289.81/289.57 (E(f16(a2,f18(a2,x85731,x85732),f18(a2,x85731,x85733)),f16(a2,x85732,x85733))),
% 289.81/289.57 inference(rename_variables,[],[633])).
% 289.81/289.57 cnf(8577,plain,
% 289.81/289.57 (E(f14(x85771,f12(a1,f32(a2,x85772)),x85773),f14(x85771,f32(a2,x85772),x85773))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,6173,6813,6775,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29])).
% 289.81/289.57 cnf(8578,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f32(a2,x85781),f7(a2)),f12(a1,f32(a2,x85781)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,6173,6813,6775,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29,260])).
% 289.81/289.57 cnf(8582,plain,
% 289.81/289.57 (~P16(f35(f35(f22(x85821,a2,x85822),x85823),f6(a2)),f16(a2,f35(f21(a2),f18(a2,f18(a2,x85824,f7(a2)),f7(a2))),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,6173,6813,6775,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29,260,8,2,308])).
% 289.81/289.57 cnf(8586,plain,
% 289.81/289.57 (E(f18(x85861,f12(a1,f32(a2,x85862)),x85863),f18(x85861,f32(a2,x85862),x85863))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,8573,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,559,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7736,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,5524,6173,6813,6775,2309,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29,260,8,2,308,263,258,25])).
% 289.81/289.57 cnf(8589,plain,
% 289.81/289.57 (~P43(f35(f35(f22(x85891,a2,x85892),x85893),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,8573,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,559,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,8565,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7736,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,5524,6173,6813,6775,2309,2391,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29,260,8,2,308,263,258,25,257,265])).
% 289.81/289.57 cnf(8590,plain,
% 289.81/289.57 (~P72(f35(f35(f17(a1),f7(a1)),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,8573,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,559,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,8565,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,8374,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7736,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,5524,6173,6813,6775,2309,2391,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29,260,8,2,308,263,258,25,257,265,1841])).
% 289.81/289.57 cnf(8594,plain,
% 289.81/289.57 (E(f18(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f95(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f37(f6(a5),a11))),
% 289.81/289.57 inference(scs_inference,[],[341,551,554,633,7967,8560,8570,8573,655,7947,661,682,378,455,469,489,623,684,641,541,619,8000,8016,8203,8411,553,559,374,2064,590,599,574,424,447,496,593,7866,8009,8030,8188,8298,8318,659,354,557,7968,8029,8419,696,8565,405,458,702,594,7870,7959,8213,8222,8403,646,7865,7904,7989,8174,8200,8314,598,8263,8324,701,8327,8374,712,7903,8216,8302,8495,595,556,342,435,436,465,516,566,7864,7916,7939,8125,8189,675,636,8058,344,400,401,409,699,7992,711,713,8317,715,617,8278,8289,8305,8425,8447,350,558,7836,7927,7986,8091,8205,8255,353,493,494,647,604,8121,467,468,585,8035,8156,398,443,714,8204,710,368,621,366,708,8079,8179,421,397,583,7930,7943,8100,613,348,442,367,365,611,351,419,618,352,361,408,359,420,692,444,362,691,438,437,407,579,6672,4172,7778,6826,7670,7741,7859,7912,7921,8021,8167,8170,8266,8292,8337,8373,8390,7738,7517,7718,7867,6580,5009,6482,7365,8078,8283,7623,6229,8234,8344,6639,8103,7390,6101,5923,7792,6185,6989,7743,7016,7113,7191,7319,7215,4515,6977,7172,7069,2546,7736,7730,7720,7725,6985,7258,7691,5053,7404,6094,3291,7702,5046,4626,4015,7694,6417,7684,7631,8040,8055,8106,7663,7629,8159,8484,6072,7621,7312,6815,7146,7896,7360,8334,8444,4783,7083,7166,8026,7206,7488,8008,7316,7981,6712,7097,8067,7492,7495,8005,6679,7533,7109,7285,7203,7936,8288,8331,8360,7011,7292,7846,7679,7142,7933,8279,8382,7608,6736,7255,7556,7838,7567,7289,7048,8225,6547,7559,4647,6001,7222,5192,4993,5653,2612,2632,2638,7074,5966,3953,4920,7266,2750,6670,4652,6292,2462,7066,6395,4340,5065,7732,6649,6135,2654,6208,4074,5617,6225,7913,4901,3257,7948,6294,2253,3681,3643,3714,5968,5028,5524,6173,6813,6775,2309,2391,5339,2672,4518,2558,2135,8345,3658,3636,3634,4061,2430,2092,2554,2646,2680,3111,3135,2524,2098,3123,3642,3692,6447,2285,5937,2446,340,2008,1640,1472,888,1162,1659,1130,1533,913,1974,1666,1767,1476,1173,1075,1376,1039,950,2038,1761,999,1160,1038,1357,1219,1466,956,1514,1216,1467,1461,1217,1478,1802,1020,1396,1198,1799,1286,16,1179,2036,1964,1171,2040,1989,1973,1178,946,1853,1375,1104,1444,1438,1206,2035,1254,1453,1207,1437,1854,1636,991,1029,1031,1221,914,1462,1103,1851,1803,1649,932,1223,1069,1374,1688,1635,1030,1081,1348,1242,875,1147,1637,1648,1645,1740,1448,1887,1373,1510,1491,1847,1166,1686,1292,1196,817,1225,1079,1426,1479,1655,1118,1465,1846,1436,1112,971,1356,1447,1681,976,959,911,1361,1482,1086,1717,1716,1055,884,887,1378,1417,1976,1487,1024,931,1694,1975,2045,2044,1305,1780,1058,1933,1468,1434,1300,1991,2047,894,807,1362,1344,1053,2051,2037,1530,1015,1129,831,1140,1639,1849,1369,1025,1557,1343,1341,1156,1099,1553,1199,1050,1587,1502,1133,1611,1607,1556,1197,1260,829,1355,1610,1634,1460,1509,1117,1501,1226,904,1088,1215,1105,1152,1009,1087,815,1200,1165,861,1481,1480,1113,886,1287,2046,1924,1721,1457,1082,1992,2039,1990,1136,1432,900,2034,1360,1555,1304,1695,2041,1202,1004,954,899,1010,1349,1265,996,1333,1718,1259,1124,1454,1558,960,1400,1464,1673,1157,1679,930,1308,1201,955,1350,1256,1120,987,1080,1416,944,1463,915,1036,1455,1483,1034,1214,1023,1263,1109,1172,953,26,1401,810,1074,1195,992,1306,1367,1797,1690,1451,1477,275,259,15,256,331,323,309,274,264,255,3,7,29,260,8,2,308,263,258,25,257,265,1841,1951,1895])).
% 289.81/289.57 cnf(8698,plain,
% 289.81/289.57 (~P74(f35(f17(a1),f7(a1)),f18(a3,f7(a3),f35(f35(f21(a3),f12(a3,x86981)),x86982)),f18(a3,f6(a3),f18(a3,f35(f35(f17(a3),f18(a3,f7(a3),f35(f35(f21(a3),f12(a3,x86981)),x86982))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f6(a3))))),
% 289.81/289.57 inference(scs_inference,[],[627,8590,7350,2781,4598,1829])).
% 289.81/289.57 cnf(8702,plain,
% 289.81/289.57 (~P72(f35(f35(f17(a1),f7(a1)),f14(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))),f18(a2,f6(a2),f7(a2)))))),
% 289.81/289.57 inference(scs_inference,[],[627,655,701,8590,7350,2781,7308,4598,1829,1897])).
% 289.81/289.57 cnf(8704,plain,
% 289.81/289.57 (~E(f18(a2,x87041,f7(a2)),x87041)),
% 289.81/289.57 inference(rename_variables,[],[701])).
% 289.81/289.57 cnf(8710,plain,
% 289.81/289.57 (~P72(f35(f35(f17(a1),f7(a1)),f16(a2,f14(a2,f18(a2,x87101,f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),x87101)))),
% 289.81/289.57 inference(scs_inference,[],[627,655,606,701,8590,8215,7350,2781,7308,4598,1829,1897,1072,1697])).
% 289.81/289.57 cnf(8711,plain,
% 289.81/289.57 (E(f14(a2,x87111,f18(a2,f6(a2),f7(a2))),x87111)),
% 289.81/289.57 inference(rename_variables,[],[606])).
% 289.81/289.57 cnf(8714,plain,
% 289.81/289.57 (~P13(a2,x87141,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x87142))),
% 289.81/289.57 inference(rename_variables,[],[8049])).
% 289.81/289.57 cnf(8719,plain,
% 289.81/289.57 (P12(a1,f6(a1),f35(f35(f17(a1),x87191),x87191))),
% 289.81/289.57 inference(rename_variables,[],[3123])).
% 289.81/289.57 cnf(8720,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f18(a1,f32(a2,f30(x87201)),f7(a1)),f7(a1)),x87201)),
% 289.81/289.57 inference(rename_variables,[],[7881])).
% 289.81/289.57 cnf(8726,plain,
% 289.81/289.57 (P12(f112(a3),f18(a1,f32(a2,x87261),f32(a2,x87262)),f32(a2,f18(a2,x87261,x87262)))),
% 289.81/289.57 inference(scs_inference,[],[614,627,655,606,593,701,408,362,437,407,8590,8215,8176,8130,8049,7350,7881,2781,7308,4598,3123,2630,1829,1897,1072,1697,1676,1321,1534,1486,1073,862])).
% 289.81/289.57 cnf(8729,plain,
% 289.81/289.57 (P13(a2,x87291,f18(a2,f18(a2,x87291,x87292),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[647])).
% 289.81/289.57 cnf(8732,plain,
% 289.81/289.57 (~E(x87321,f18(a2,f18(a2,f18(a2,x87321,x87322),x87323),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[7504])).
% 289.81/289.57 cnf(8736,plain,
% 289.81/289.57 (P12(a2,f6(a2),x87361)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(8737,plain,
% 289.81/289.57 (P12(a2,x87371,f35(f35(f17(a2),x87371),x87371))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8738,plain,
% 289.81/289.57 (~E(x87381,f35(f35(f17(a2),f18(a2,f18(a2,x87382,x87381),f7(a2))),f18(a2,f18(a2,x87382,x87381),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[8431])).
% 289.81/289.57 cnf(8741,plain,
% 289.81/289.57 (~P13(a2,x87411,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x87412))),
% 289.81/289.57 inference(rename_variables,[],[8049])).
% 289.81/289.57 cnf(8742,plain,
% 289.81/289.57 (P13(a2,x87421,f18(a2,f18(a2,x87422,x87421),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8745,plain,
% 289.81/289.57 (E(f14(a2,x87451,f18(a2,f6(a2),f7(a2))),x87451)),
% 289.81/289.57 inference(rename_variables,[],[606])).
% 289.81/289.57 cnf(8748,plain,
% 289.81/289.57 (P12(a3,x87481,x87481)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(8754,plain,
% 289.81/289.57 (~P13(a2,x87541,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x87542))),
% 289.81/289.57 inference(rename_variables,[],[8049])).
% 289.81/289.57 cnf(8755,plain,
% 289.81/289.57 (P13(a2,x87551,f18(a2,x87551,f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[603])).
% 289.81/289.57 cnf(8758,plain,
% 289.81/289.57 (~P13(a2,x87581,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x87582))),
% 289.81/289.57 inference(rename_variables,[],[8049])).
% 289.81/289.57 cnf(8759,plain,
% 289.81/289.57 (P13(a2,x87591,f18(a2,f18(a2,x87592,x87591),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8762,plain,
% 289.81/289.57 (~E(x87621,f18(a2,f18(a2,f18(a2,x87621,x87622),x87623),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[7504])).
% 289.81/289.57 cnf(8769,plain,
% 289.81/289.57 (~P13(a1,f32(a2,f30(f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x87691,x87691)),x87692),x87693),f7(a1)))),x87693)),
% 289.81/289.57 inference(rename_variables,[],[8368])).
% 289.81/289.57 cnf(8772,plain,
% 289.81/289.57 (E(f14(a2,x87721,f18(a2,f6(a2),f7(a2))),x87721)),
% 289.81/289.57 inference(rename_variables,[],[606])).
% 289.81/289.57 cnf(8779,plain,
% 289.81/289.57 (P12(a1,x87791,f32(a2,f30(f18(a1,x87791,f7(a1)))))),
% 289.81/289.57 inference(rename_variables,[],[8095])).
% 289.81/289.57 cnf(8782,plain,
% 289.81/289.57 (E(f18(a2,f35(f35(f17(a2),f16(a2,x87821,f18(a2,x87821,f6(a2)))),x87822),f18(a2,f35(f35(f17(a2),f6(a2)),x87822),x87823)),x87823)),
% 289.81/289.57 inference(rename_variables,[],[7163])).
% 289.81/289.57 cnf(8784,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f35(f35(f17(a3),x87841),x87842),f6(a3)),f18(a3,f35(f35(f17(a3),x87843),x87842),f18(a3,f35(f35(f17(a3),f16(a3,x87841,x87843)),x87842),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.57 inference(scs_inference,[],[614,627,655,607,606,8711,8745,460,593,434,566,646,8742,701,8704,603,558,647,443,618,408,420,362,578,437,407,8590,8431,8018,7504,8732,8215,8176,8130,8049,8714,8741,8754,7350,8095,8368,7881,8509,8415,2781,7308,7716,7163,4598,3123,8719,2630,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038])).
% 289.81/289.57 cnf(8794,plain,
% 289.81/289.57 (P12(a3,x87941,x87941)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(8796,plain,
% 289.81/289.57 (P12(a2,f20(f32(a2,f14(a2,x87961,x87962))),f20(f34(a1,f32(a2,x87961),f32(a2,x87962))))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,572,434,566,646,8742,659,701,8704,603,558,8748,647,443,618,355,408,420,362,578,437,407,8590,8431,8018,7504,8732,8215,8176,8130,8049,8714,8741,8754,7350,8095,8368,7881,3419,8509,8415,2781,7308,7716,7163,4598,3123,8719,2630,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038])).
% 289.81/289.57 cnf(8800,plain,
% 289.81/289.57 (P13(a2,x88001,f18(a2,f18(a2,x88002,x88001),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8802,plain,
% 289.81/289.57 (P12(a2,f13(a2,x88021,x88022),f18(a2,x88023,x88021))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,598,572,434,566,646,8742,8759,659,701,8704,603,558,8748,647,443,618,355,408,420,362,578,437,407,8590,8431,8018,7504,8732,6836,8215,8176,8130,8049,8714,8741,8754,7350,8095,8368,7881,3419,8509,8415,2781,7308,7716,7163,4598,3123,8719,2630,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219])).
% 289.81/289.57 cnf(8808,plain,
% 289.81/289.57 (P13(a2,x88081,f18(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),x88081),x88081)))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,8737,598,572,434,566,646,8742,8759,659,701,8704,603,8755,558,8748,647,443,618,367,355,408,420,362,578,437,407,8590,8431,8018,7504,8732,6836,8215,8176,8130,8049,8714,8741,8754,7350,8095,8368,7881,3419,8509,8415,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466])).
% 289.81/289.57 cnf(8809,plain,
% 289.81/289.57 (P13(a2,x88091,f18(a2,x88091,f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[603])).
% 289.81/289.57 cnf(8813,plain,
% 289.81/289.57 (P12(a1,f35(f35(f21(a1),f7(a1)),f35(f35(f17(a2),f6(a2)),f6(a2))),f35(f35(f21(a1),f7(a1)),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,8737,491,596,598,572,556,434,566,646,8742,8759,659,701,8704,603,8755,558,8748,647,443,618,367,361,355,408,420,362,578,437,407,8590,8431,8018,7504,8732,6836,8215,8176,8130,8049,8714,8741,8754,7350,8095,8368,7881,3419,8509,8415,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767])).
% 289.81/289.57 cnf(8816,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x88161,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x88161,f7(a2)),f7(a2))),f18(a2,f18(a2,x88161,f7(a2)),f7(a2)))),f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[8054])).
% 289.81/289.57 cnf(8817,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x88171,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x88171,f7(a2)),f7(a2))),f18(a2,f18(a2,x88171,f7(a2)),f7(a2)))),x88171)),
% 289.81/289.57 inference(rename_variables,[],[8536])).
% 289.81/289.57 cnf(8819,plain,
% 289.81/289.57 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2)))),x88191))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,8737,491,596,598,572,556,434,566,646,8742,8759,659,701,8704,603,8755,558,8748,647,443,618,367,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7504,8732,6836,8215,8176,8054,8816,8130,8049,8714,8741,8754,7350,8095,8368,7881,3419,8509,8415,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217])).
% 289.81/289.57 cnf(8821,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x88211,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x88211,f7(a2)),f7(a2))),f18(a2,f18(a2,x88211,f7(a2)),f7(a2)))),x88211)),
% 289.81/289.57 inference(rename_variables,[],[8536])).
% 289.81/289.57 cnf(8826,plain,
% 289.81/289.57 (P13(a1,x88261,f18(a1,f32(a2,f20(f6(a1))),f18(a1,f32(a2,f30(x88261)),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,8737,491,596,598,572,556,434,566,646,8742,8759,659,701,8704,603,8755,558,8748,647,617,585,398,443,366,618,367,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7504,8732,6836,8215,8176,8054,8816,8130,8049,8714,8741,8754,7902,7350,8095,8368,7881,3419,8509,8415,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467])).
% 289.81/289.57 cnf(8827,plain,
% 289.81/289.57 (P12(a1,x88271,f32(a2,f20(x88271)))),
% 289.81/289.57 inference(rename_variables,[],[585])).
% 289.81/289.57 cnf(8829,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f16(a2,f18(a2,x88291,x88292),x88292),x88293),x88291)),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,8737,491,596,598,572,556,434,566,646,8742,8759,659,701,8704,603,8755,558,8748,647,617,585,398,443,366,618,367,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7504,8732,6836,8215,8176,8054,8816,8130,8049,8714,8741,8754,8301,7902,7350,8095,8368,7881,3419,8509,8415,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461])).
% 289.81/289.57 cnf(8833,plain,
% 289.81/289.57 (P12(a2,f16(a2,x88331,x88332),x88331)),
% 289.81/289.57 inference(rename_variables,[],[596])).
% 289.81/289.57 cnf(8835,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f32(a2,f30(f18(a1,f12(a1,x88351),f7(a1)))),f7(a1)),x88351)),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,460,593,8737,491,596,598,572,556,434,566,646,8742,8759,659,701,8704,603,8755,715,558,8748,647,617,585,398,443,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7504,8732,6836,8215,8176,8054,8816,8130,8049,8714,8741,8754,8301,7902,7350,8095,8368,7881,3419,8509,8415,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198])).
% 289.81/289.57 cnf(8836,plain,
% 289.81/289.57 (P13(a1,x88361,f18(a1,f32(a2,f30(x88361)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[617])).
% 289.81/289.57 cnf(8841,plain,
% 289.81/289.57 (P12(a2,x88411,f35(f35(f17(a2),x88411),x88411))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8844,plain,
% 289.81/289.57 (P12(a2,x88441,f18(a2,x88442,x88441))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(8845,plain,
% 289.81/289.57 (P12(a1,x88451,f32(a2,f20(x88451)))),
% 289.81/289.57 inference(rename_variables,[],[585])).
% 289.81/289.57 cnf(8848,plain,
% 289.81/289.57 (E(f14(a3,f6(a3),x88481),f6(a3))),
% 289.81/289.57 inference(rename_variables,[],[575])).
% 289.81/289.57 cnf(8854,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f35(f35(f17(a2),f18(a2,f18(a2,x88541,x88542),f7(a2))),f18(a2,f18(a2,x88541,x88542),f7(a2))),x88543),f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f18(a2,x88541,x88542),f7(a2)),f18(a2,f18(a2,x88541,x88542),f7(a2)))),f18(a2,f18(a2,x88541,x88542),f7(a2))),x88543))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,491,596,557,594,598,572,556,434,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,617,585,8827,398,443,368,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7504,8732,6836,8523,8215,8176,8054,8816,8130,8049,8714,8741,8754,8297,8301,7902,7350,8095,8368,7881,3419,8509,8415,7999,5071,2468,2781,7308,7716,7128,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040])).
% 289.81/289.57 cnf(8855,plain,
% 289.81/289.57 (P12(a2,x88551,x88551)),
% 289.81/289.57 inference(rename_variables,[],[557])).
% 289.81/289.57 cnf(8858,plain,
% 289.81/289.57 (~E(f35(f35(f17(f112(a5)),f16(f112(a5),x88581,x88582)),x88583),f18(f112(a5),f35(f35(f17(f112(a5)),f16(f112(a5),x88581,x88582)),x88583),f23(a5,a116,a115)))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,491,596,557,594,598,572,556,434,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,617,585,8827,398,443,368,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7861,7504,8732,6836,8523,8215,8176,8054,8816,8130,8049,8714,8741,8754,8297,8301,7902,7350,8095,8368,7881,3419,8509,8415,7999,5071,2468,2781,7308,7716,7128,2632,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989])).
% 289.81/289.57 cnf(8863,plain,
% 289.81/289.57 (P12(a2,x88631,f35(f35(f17(a2),x88631),x88631))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8866,plain,
% 289.81/289.57 (P13(a1,f32(a2,f16(a2,x88661,x88662)),f18(a1,f32(a2,x88661),f7(a1)))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,594,598,572,556,434,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,617,585,8827,398,443,368,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7861,7504,8732,8762,6836,8523,8215,8176,8054,8816,8130,8049,8714,8741,8754,8297,8301,7902,7350,8095,8368,7881,3419,8509,8415,7999,5071,2468,2781,7308,7716,7128,2632,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375])).
% 289.81/289.57 cnf(8869,plain,
% 289.81/289.57 (P12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x88691,x88691)),x88692),x88693),x88693)),
% 289.81/289.57 inference(rename_variables,[],[7045])).
% 289.81/289.57 cnf(8875,plain,
% 289.81/289.57 (P13(a3,x88751,f18(a3,x88752,f18(a3,x88753,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,f12(a3,f16(a3,x88751,x88752)),x88753)),f6(a3))),f7(a3))),f7(a3)))))),
% 289.81/289.57 inference(rename_variables,[],[7157])).
% 289.81/289.57 cnf(8877,plain,
% 289.81/289.57 (P12(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f16(a3,f18(a3,f7(a3),f7(a3)),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,594,598,572,556,434,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,617,585,8827,398,443,368,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7861,7504,8732,8762,6836,8523,8215,8176,8054,8816,8130,8307,8238,8049,8714,8741,8754,8297,8301,7157,7902,7350,8095,8368,7881,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,2632,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254])).
% 289.81/289.57 cnf(8879,plain,
% 289.81/289.57 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x88791,x88791)),x88792),f16(a3,f18(a3,x88793,f7(a3)),f7(a3))),x88793)),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,594,598,572,556,434,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,617,585,8827,398,443,368,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7861,7504,8732,8762,6836,8523,8215,8176,8054,8816,8130,8307,8238,8049,8714,8741,8754,8297,8301,7157,7902,7350,8095,8368,7994,7881,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,2632,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462])).
% 289.81/289.57 cnf(8880,plain,
% 289.81/289.57 (~P13(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x88801,x88801)),x88802),f16(a3,x88803,f7(a3))),f7(a3)),x88803)),
% 289.81/289.57 inference(rename_variables,[],[7994])).
% 289.81/289.57 cnf(8883,plain,
% 289.81/289.57 (P12(a2,f16(a2,x88831,x88832),x88831)),
% 289.81/289.57 inference(rename_variables,[],[596])).
% 289.81/289.57 cnf(8884,plain,
% 289.81/289.57 (~P12(a2,f18(a2,x88841,f7(a2)),x88841)),
% 289.81/289.57 inference(rename_variables,[],[713])).
% 289.81/289.57 cnf(8889,plain,
% 289.81/289.57 (P13(a3,f6(a3),f12(a3,f16(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f6(a3))))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,594,598,572,556,434,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8018,7861,7504,8732,8762,6836,8523,8215,8176,8054,8816,8130,8307,7554,8238,8049,8714,8741,8754,8297,8301,7157,7902,7350,8095,8368,7994,7881,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030])).
% 289.81/289.57 cnf(8890,plain,
% 289.81/289.57 (P12(a3,x88901,f12(a3,f16(a3,f35(f35(f17(a3),x88901),f7(a3)),f6(a3))))),
% 289.81/289.57 inference(rename_variables,[],[8231])).
% 289.81/289.57 cnf(8905,plain,
% 289.81/289.57 (~P12(a1,f32(a2,f35(f35(f22(x89051,f18(a2,x89052,f18(a2,f30(x89053),f7(a2))),x89054),x89055),f6(a2))),x89053)),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,7861,7504,8732,8762,6836,7539,8523,8215,8176,8054,8816,8130,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,7350,8095,8368,7994,7881,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103])).
% 289.81/289.57 cnf(8908,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,7350,8095,8368,7994,7881,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887])).
% 289.81/289.57 cnf(8911,plain,
% 289.81/289.57 (~P12(a2,f20(f18(a1,f18(a1,f32(a2,f30(f7(a1))),f7(a1)),f7(a1))),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,7350,8095,8368,7994,7881,8720,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067])).
% 289.81/289.57 cnf(8912,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f18(a1,f32(a2,f30(x89121)),f7(a1)),f7(a1)),x89121)),
% 289.81/289.57 inference(rename_variables,[],[7881])).
% 289.81/289.57 cnf(8914,plain,
% 289.81/289.57 (E(x89141,f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),x89141))),
% 289.81/289.57 inference(scs_inference,[],[614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,8007,7350,8095,8368,7994,7881,8720,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373])).
% 289.81/289.57 cnf(8915,plain,
% 289.81/289.57 (P13(a2,x89151,f18(a2,f18(a2,x89152,x89151),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8917,plain,
% 289.81/289.57 (~P12(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f16(a2,f18(a2,f7(a2),f7(a2)),f18(a2,f7(a2),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,575,460,593,8737,8841,491,596,8833,8883,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,8007,8028,7350,8095,8368,7994,7881,8720,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196])).
% 289.81/289.57 cnf(8918,plain,
% 289.81/289.57 (P12(a2,f16(a2,x89181,x89182),x89181)),
% 289.81/289.57 inference(rename_variables,[],[596])).
% 289.81/289.57 cnf(8922,plain,
% 289.81/289.57 (E(f35(f35(f17(a1),x89221),x89222),f35(f35(f17(a1),f18(a1,f16(a1,x89223,x89223),x89221)),x89222))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,378,575,460,593,8737,8841,491,596,8833,8883,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,675,659,701,8704,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,8007,8028,7350,8095,8368,7994,7881,8720,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118])).
% 289.81/289.57 cnf(8928,plain,
% 289.81/289.57 (P12(a2,f7(a2),f18(a3,f6(a2),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,378,575,460,593,8737,8841,491,596,8833,8883,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,675,659,701,8704,401,712,603,8755,715,558,8748,647,8729,713,617,585,8827,398,443,368,708,366,618,367,351,361,355,408,420,362,578,437,407,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,8007,8028,7350,7188,8095,8368,7994,7881,8720,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166])).
% 289.81/289.57 cnf(8933,plain,
% 289.81/289.57 (P12(a1,x89331,f32(a2,f20(x89331)))),
% 289.81/289.57 inference(rename_variables,[],[585])).
% 289.81/289.57 cnf(8937,plain,
% 289.81/289.57 (P12(a2,f7(a2),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,378,575,460,447,593,8737,8841,491,596,8833,8883,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,675,659,701,8704,401,712,603,8755,715,558,8748,349,647,8729,713,617,585,8827,8845,398,443,368,710,708,366,618,367,351,361,355,408,420,362,578,437,407,8490,8590,8536,8817,8431,8433,8018,8291,7861,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,8007,8028,7350,7188,8095,8368,7994,7881,8720,8231,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7128,6403,2632,7163,6101,3439,4598,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971])).
% 289.81/289.57 cnf(8943,plain,
% 289.81/289.57 (P12(a2,x89431,f35(f35(f17(a2),x89431),x89431))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(8948,plain,
% 289.81/289.57 (P13(a2,f6(a2),f18(a2,x89481,f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[604])).
% 289.81/289.57 cnf(8954,plain,
% 289.81/289.57 (~P13(a1,f35(f35(f17(a1),x89541),x89541),f6(a1))),
% 289.81/289.57 inference(rename_variables,[],[3111])).
% 289.81/289.57 cnf(8957,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x89571,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x89571,f7(a2)),f7(a2))),f18(a2,f18(a2,x89571,f7(a2)),f7(a2)))),x89571)),
% 289.81/289.57 inference(rename_variables,[],[8536])).
% 289.81/289.57 cnf(8958,plain,
% 289.81/289.57 (~P13(a2,x89581,f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[699])).
% 289.81/289.57 cnf(8962,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f7(a2)),f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,378,575,460,447,593,8737,8841,8863,491,596,8833,8883,8918,557,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,675,659,701,8704,401,712,603,8755,699,715,558,8748,494,349,647,8729,713,617,604,585,8827,8845,398,443,368,710,348,708,366,442,618,367,351,361,355,408,420,362,578,437,407,8490,8590,8536,8817,8821,8431,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,6733,7975,8297,8301,7157,7902,8007,8028,7350,7188,8081,8095,8368,7994,7938,8532,7881,8720,8231,8890,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7638,7128,6403,2632,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681])).
% 289.81/289.57 cnf(8968,plain,
% 289.81/289.57 (~P13(a2,x89681,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x89682))),
% 289.81/289.57 inference(rename_variables,[],[8049])).
% 289.81/289.57 cnf(8969,plain,
% 289.81/289.57 (P13(a2,x89691,f18(a2,f18(a2,x89692,x89691),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(8970,plain,
% 289.81/289.57 (P12(a2,x89701,x89701)),
% 289.81/289.57 inference(rename_variables,[],[557])).
% 289.81/289.57 cnf(8972,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f35(f35(f17(a1),x89721),x89722),f18(a1,f18(a1,f32(a2,f30(f18(a1,f35(f35(f17(a1),f16(a1,x89723,x89721)),x89722),x89724))),f7(a1)),f7(a1))),f18(a1,f35(f35(f17(a1),x89723),x89722),x89724))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,378,575,460,447,593,8737,8841,8863,491,596,8833,8883,8918,557,8855,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,494,349,647,8729,713,617,604,585,8827,8845,8933,398,443,368,710,348,708,366,442,618,367,351,361,355,419,408,420,362,578,437,407,8490,8590,8536,8817,8821,8431,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,8758,6733,7975,8297,8301,7157,7902,8007,8028,7350,7188,8081,8095,8368,7994,7938,8532,7881,8720,8912,8231,8890,3419,8509,8415,7886,7999,5071,2468,2781,7045,7308,7716,7638,7128,6403,2632,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036])).
% 289.81/289.57 cnf(8973,plain,
% 289.81/289.57 (~P12(a1,f18(a1,f18(a1,f32(a2,f30(x89731)),f7(a1)),f7(a1)),x89731)),
% 289.81/289.57 inference(rename_variables,[],[7881])).
% 289.81/289.57 cnf(8978,plain,
% 289.81/289.57 (~E(x89781,f35(f35(f17(a2),f18(a2,f18(a2,x89782,x89781),f7(a2))),f18(a2,f18(a2,x89782,x89781),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[8431])).
% 289.81/289.57 cnf(8981,plain,
% 289.81/289.57 (E(f18(a2,x89811,f18(a2,x89812,x89813)),f18(a2,x89812,f18(a2,x89811,x89813)))),
% 289.81/289.57 inference(rename_variables,[],[626])).
% 289.81/289.57 cnf(8991,plain,
% 289.81/289.57 (P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,x89911,f16(a2,x89911,x89912))),x89913),x89914),f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,x89911,x89912),f16(a2,x89911,x89912))),x89913),f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),x89911),x89913),x89914),f7(a2)),x89915)))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,8772,378,626,575,460,447,593,8737,8841,8863,491,596,8833,8883,8918,557,8855,405,458,594,598,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,494,349,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,367,351,361,355,419,408,420,362,578,437,407,8490,8590,8536,8817,8821,8431,8738,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,8758,6733,7975,8297,8301,7157,7902,8140,8007,8028,7350,7188,8081,8095,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,8509,8415,6148,7886,7999,5071,8097,2468,2781,7045,7308,7716,7638,7128,6403,2632,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035])).
% 289.81/289.57 cnf(8996,plain,
% 289.81/289.57 (P12(a1,x89961,f32(a2,f30(f18(a1,f12(a1,x89961),f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[341,614,418,627,655,607,606,8711,8745,8772,378,626,575,460,447,593,8737,8841,8863,491,596,8833,8883,8918,557,8855,405,458,594,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,494,349,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,367,351,361,355,419,408,359,420,362,578,437,407,8490,8590,8536,8817,8821,8431,8738,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,7858,8307,7554,8238,8049,8714,8741,8754,8758,6733,7975,8297,8301,7157,7902,8140,8007,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,8509,8415,6148,7886,7999,5071,8097,2468,2781,7045,7308,7716,7638,7128,6403,2632,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140])).
% 289.81/289.57 cnf(9004,plain,
% 289.81/289.57 (~E(f32(a2,f20(f18(a1,f32(a2,f30(f6(a1))),f7(a1)))),f6(a1))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,460,447,593,8737,8841,8863,491,596,8833,8883,8918,557,8855,405,458,594,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,494,349,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,367,351,361,355,419,408,359,420,362,578,437,407,8490,8590,8536,8817,8821,8431,8738,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,4778,6733,7975,8297,8301,7157,7902,8140,8007,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,8509,7932,8415,6148,7886,7999,5071,8097,2468,2781,7045,7308,7716,7638,7128,6403,6485,2632,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207])).
% 289.81/289.57 cnf(9007,plain,
% 289.81/289.57 (P12(a3,x90071,x90071)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(9009,plain,
% 289.81/289.57 (P12(a2,f13(a2,x90091,x90092),f18(a2,x90091,x90093))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,460,447,593,8737,8841,8863,491,596,8833,8883,8918,557,8855,405,458,594,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,494,349,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,367,351,361,355,419,408,359,692,420,362,578,437,407,8490,8590,8536,8817,8821,8431,8738,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,4778,6733,7975,8297,8301,7157,7902,8140,8007,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,8509,7932,8415,6148,7886,7999,5071,8097,2468,2781,7045,7308,7716,7638,7128,6403,6485,2632,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221])).
% 289.81/289.57 cnf(9014,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x90141,x90142)),x90143),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x90142,x90141)),x90143),x90144),f7(a3))),x90144)),
% 289.81/289.57 inference(rename_variables,[],[8379])).
% 289.81/289.57 cnf(9020,plain,
% 289.81/289.57 (P12(a2,x90201,f35(f35(f17(a2),x90201),x90201))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(9027,plain,
% 289.81/289.57 (P12(a3,x90271,x90271)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(9029,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x90291),f18(a2,x90292,f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8490,8590,8536,8817,8821,8431,8738,7619,8433,8018,8291,7861,8304,7504,8732,8762,6836,7539,8523,7900,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,8509,7932,8415,6148,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031])).
% 289.81/289.57 cnf(9030,plain,
% 289.81/289.57 (~P13(a2,x90301,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),x90302))),
% 289.81/289.57 inference(rename_variables,[],[8049])).
% 289.81/289.57 cnf(9035,plain,
% 289.81/289.57 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x90351))),
% 289.81/289.57 inference(rename_variables,[],[7920])).
% 289.81/289.57 cnf(9036,plain,
% 289.81/289.57 (P12(a2,x90361,f18(a2,x90362,x90361))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(9042,plain,
% 289.81/289.57 (~P13(a3,f35(f35(f17(a3),f16(a3,f16(a3,x90421,x90421),f16(a3,x90422,x90423))),x90424),f35(f35(f17(a3),f16(a3,x90423,x90422)),x90424))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8490,8590,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,7920,7861,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611])).
% 289.81/289.57 cnf(9045,plain,
% 289.81/289.57 (~E(f33(f18(a2,a5,f6(a2)),f35(f35(f21(f18(a2,a5,f6(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),x90451)),f6(a1))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,7920,7861,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794])).
% 289.81/289.57 cnf(9049,plain,
% 289.81/289.57 (~P13(a1,f35(f35(f17(a1),f7(a1)),f7(a1)),f35(f35(f17(a1),f6(a1)),f7(a1)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,7920,7861,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740])).
% 289.81/289.57 cnf(9051,plain,
% 289.81/289.57 (P13(a2,x90511,f18(a2,x90512,f18(a2,f18(a2,x90511,x90513),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,7920,7861,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223])).
% 289.81/289.57 cnf(9055,plain,
% 289.81/289.57 (E(x90551,f18(a2,f16(a2,x90551,x90551),x90551))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,7920,7861,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079])).
% 289.81/289.57 cnf(9058,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f7(a2)),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,701,8704,401,712,603,8755,699,715,558,8748,8794,9007,494,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355])).
% 289.81/289.57 cnf(9062,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x90621,x90622),x90622)),
% 289.81/289.57 inference(rename_variables,[],[711])).
% 289.81/289.57 cnf(9063,plain,
% 289.81/289.57 (~E(f18(a2,x90631,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),x90631)),
% 289.81/289.57 inference(rename_variables,[],[8336])).
% 289.81/289.57 cnf(9067,plain,
% 289.81/289.57 (~E(f18(a3,f6(a3),f7(a3)),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829])).
% 289.81/289.57 cnf(9069,plain,
% 289.81/289.57 (P12(a1,x90691,f12(a1,f12(a1,f18(a1,x90691,f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686])).
% 289.81/289.57 cnf(9070,plain,
% 289.81/289.57 (P12(a1,x90701,f18(a1,f12(a1,f12(a1,x90701)),f7(a1)))),
% 289.81/289.57 inference(rename_variables,[],[7511])).
% 289.81/289.57 cnf(9075,plain,
% 289.81/289.57 (P12(a2,x90751,f35(f35(f17(a2),x90751),x90751))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(9081,plain,
% 289.81/289.57 (E(f13(a2,f16(a2,f6(a2),x90811),x90812),f6(a2))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,713,617,360,604,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817])).
% 289.81/289.57 cnf(9084,plain,
% 289.81/289.57 (P13(a2,f18(a2,x90841,f6(a2)),f18(a2,x90841,f18(a2,x90842,f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,8509,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460])).
% 289.81/289.57 cnf(9091,plain,
% 289.81/289.57 (P13(a2,x90911,f35(f35(f17(a2),f18(a2,x90911,f7(a2))),f35(f35(f17(a2),f18(a2,x90911,f7(a2))),f18(a2,x90911,f7(a2)))))),
% 289.81/289.57 inference(rename_variables,[],[8547])).
% 289.81/289.57 cnf(9095,plain,
% 289.81/289.57 (~E(f16(a2,f7(a2),f6(a2)),f6(a2))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815])).
% 289.81/289.57 cnf(9099,plain,
% 289.81/289.57 (P12(a1,f35(f35(f17(a1),f6(a1)),f6(a1)),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,343,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,7416,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976])).
% 289.81/289.57 cnf(9103,plain,
% 289.81/289.57 (P13(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,626,575,8848,460,343,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,7416,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165])).
% 289.81/289.57 cnf(9107,plain,
% 289.81/289.57 (~P13(a3,x91071,f18(a3,f35(f35(f17(a3),x91072),x91073),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x91074,x91074),x91072)),x91073),x91071),f6(a3))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,469,626,575,8848,460,343,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8431,8738,7416,5235,7619,8433,8018,8291,8336,7920,7861,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,8028,7350,7188,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481])).
% 289.81/289.57 cnf(9114,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x91141,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x91141,f7(a2)),f7(a2))),f18(a2,f18(a2,x91141,f7(a2)),f7(a2)))),x91141)),
% 289.81/289.57 inference(rename_variables,[],[8536])).
% 289.81/289.57 cnf(9115,plain,
% 289.81/289.57 (P12(a2,f6(a2),x91151)),
% 289.81/289.57 inference(rename_variables,[],[566])).
% 289.81/289.57 cnf(9122,plain,
% 289.81/289.57 (~P13(a1,f18(a1,f32(a2,f30(a113)),f7(a1)),f33(a5,a120))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,469,626,575,8848,410,460,343,447,593,8737,8841,8863,8943,9020,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,8736,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8957,8431,8738,7416,5235,7619,8433,8018,8291,8336,7920,7861,8397,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,8028,7350,7188,8077,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113])).
% 289.81/289.57 cnf(9126,plain,
% 289.81/289.57 (P13(a2,x91261,f18(a2,f18(a2,x91262,x91261),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(9134,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x91341,x91342)),x91343),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x91342,x91341)),x91343),x91344),f7(a3))),x91344)),
% 289.81/289.57 inference(rename_variables,[],[8379])).
% 289.81/289.57 cnf(9137,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x91371,x91372)),x91373),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x91372,x91371)),x91373),x91374),f7(a3))),x91374)),
% 289.81/289.57 inference(rename_variables,[],[8379])).
% 289.81/289.57 cnf(9142,plain,
% 289.81/289.57 (~E(f16(a2,f35(f35(f17(a2),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f7(a2)),f7(a2))),f18(a2,f18(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f7(a2)),f7(a2)))),f6(a2)),f16(a2,f35(f35(f17(a2),f6(a2)),f6(a2)),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,469,626,8981,575,8848,410,460,343,447,593,8737,8841,8863,8943,9020,9075,491,596,8833,8883,8918,557,8855,405,458,594,8844,598,354,572,556,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8957,9114,8431,8738,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8158,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,7350,7188,8077,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,7511,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432])).
% 289.81/289.57 cnf(9144,plain,
% 289.81/289.57 (P12(a2,x91441,f35(f35(f17(a2),x91441),x91441))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(9145,plain,
% 289.81/289.57 (~E(f35(f35(f17(a2),f18(a2,f18(a2,x91451,f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,x91451,f7(a2)),f7(a2))),f18(a2,f18(a2,x91451,f7(a2)),f7(a2)))),x91451)),
% 289.81/289.57 inference(rename_variables,[],[8536])).
% 289.81/289.57 cnf(9152,plain,
% 289.81/289.57 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,x91521,f16(a2,x91521,x91522))),x91523),x91524),f18(a2,f35(f35(f17(a2),x91521),x91523),x91524))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,378,469,626,8981,575,8848,410,460,343,447,593,8737,8841,8863,8943,9020,9075,491,596,8833,8883,8918,557,8855,405,458,594,8844,9036,598,354,572,556,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,558,8748,8794,9007,494,711,349,399,647,8729,620,713,617,360,604,8948,585,8827,8845,8933,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,420,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8957,9114,8431,8738,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8215,8176,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8158,4778,6733,7975,8316,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,7350,7188,8077,8081,8095,8779,8368,7994,7938,8532,7881,8720,8912,8973,8458,7511,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,8869,7308,7716,7431,7638,7128,6403,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034])).
% 289.81/289.57 cnf(9153,plain,
% 289.81/289.57 (P12(a2,x91531,f18(a2,x91532,x91531))),
% 289.81/289.57 inference(rename_variables,[],[594])).
% 289.81/289.57 cnf(9156,plain,
% 289.81/289.57 (~E(f18(a2,x91561,x91562),f18(a2,x91562,f18(a2,f18(a2,x91563,x91561),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[8311])).
% 289.81/289.57 cnf(9162,plain,
% 289.81/289.57 (~E(f18(a3,f18(a3,f7(a3),x91621),x91621),f6(a3))),
% 289.81/289.57 inference(rename_variables,[],[714])).
% 289.81/289.57 cnf(9163,plain,
% 289.81/289.57 (P12(a3,x91631,x91631)),
% 289.81/289.57 inference(rename_variables,[],[558])).
% 289.81/289.57 cnf(9164,plain,
% 289.81/289.57 (~E(x91641,f35(f35(f17(a2),f18(a2,f18(a2,x91642,x91641),f7(a2))),f18(a2,f18(a2,x91642,x91641),f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[8431])).
% 289.81/289.57 cnf(9171,plain,
% 289.81/289.57 (E(f18(a3,f35(f35(f17(a3),x91711),f14(a3,x91712,x91711)),f13(a3,x91712,x91711)),x91712)),
% 289.81/289.57 inference(rename_variables,[],[657])).
% 289.81/289.57 cnf(9177,plain,
% 289.81/289.57 (P12(a2,f16(a2,x91771,x91772),x91771)),
% 289.81/289.57 inference(rename_variables,[],[596])).
% 289.81/289.57 cnf(9186,plain,
% 289.81/289.57 (P12(a2,x91861,f18(a2,f18(a2,x91862,f16(a2,x91861,x91863)),x91863))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,410,460,343,447,593,8737,8841,8863,8943,9020,9075,491,596,8833,8883,8918,9177,557,8855,405,458,594,8844,9036,9153,598,354,572,556,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,558,8748,8794,9007,9027,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,420,691,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8957,9114,8431,8738,8978,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8311,9156,8215,8176,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,7350,7188,8077,8081,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,8869,7308,7716,7431,7638,7128,6403,4409,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,4061,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555])).
% 289.81/289.57 cnf(9189,plain,
% 289.81/289.57 (~P13(a1,f32(a2,f20(f6(a1))),f32(a2,f30(f32(a2,f20(f6(a1))))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,410,460,343,447,593,8737,8841,8863,8943,9020,9075,491,596,8833,8883,8918,9177,557,8855,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,558,8748,8794,9007,9027,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,420,691,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8957,9114,8431,8738,8978,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8311,9156,8215,8176,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,7350,7188,8077,8081,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,8869,7308,7716,7431,7638,7128,6403,4409,6485,2632,6344,6747,7163,6101,3439,4598,3111,3123,8719,4061,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304])).
% 289.81/289.57 cnf(9191,plain,
% 289.81/289.57 (P12(a1,x91911,f32(a2,f20(x91911)))),
% 289.81/289.57 inference(rename_variables,[],[585])).
% 289.81/289.57 cnf(9197,plain,
% 289.81/289.57 (E(f18(a2,f35(f35(f17(a2),f16(a2,x91971,f18(a2,x91971,f6(a2)))),x91972),f18(a2,f35(f35(f17(a2),f6(a2)),x91972),x91973)),x91973)),
% 289.81/289.57 inference(rename_variables,[],[7163])).
% 289.81/289.57 cnf(9207,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f17(a2),f6(a2)),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2)))),f18(a2,f35(f35(f17(a2),f6(a2)),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,410,460,343,447,593,8737,8841,8863,8943,9020,9075,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,558,8748,8794,9007,9027,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,420,691,362,578,438,437,407,8011,8490,8590,3145,8536,8817,8821,8957,9114,8431,8738,8978,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,7504,8732,8762,6836,7539,8523,7900,5510,7646,7966,8311,9156,8215,8176,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,8509,6332,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,7045,8869,7308,7716,7431,7638,7128,6403,2812,4409,6485,5928,2632,6344,6747,7163,8782,6101,3439,4598,3111,3123,8719,4061,3686,2630,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033])).
% 289.81/289.57 cnf(9220,plain,
% 289.81/289.57 (~P13(a1,f18(a1,f12(a1,x92201),f7(a1)),x92201)),
% 289.81/289.57 inference(rename_variables,[],[715])).
% 289.81/289.57 cnf(9225,plain,
% 289.81/289.57 (~P13(a1,f18(a1,f12(a1,x92251),f7(a1)),x92251)),
% 289.81/289.57 inference(rename_variables,[],[715])).
% 289.81/289.57 cnf(9258,plain,
% 289.81/289.57 (~P12(a3,f7(a3),f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,7966,8311,9156,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,8509,6332,7906,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,6101,3439,5344,3714,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088])).
% 289.81/289.57 cnf(9260,plain,
% 289.81/289.57 (E(f18(a2,x92601,x92602),f18(a2,f18(a2,f35(f35(f17(a2),f16(a2,x92603,x92603)),x92604),x92601),x92602))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,375,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,8509,6332,7906,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,6101,3439,5344,3714,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117])).
% 289.81/289.57 cnf(9268,plain,
% 289.81/289.57 (P12(a2,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,375,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,8433,8018,8291,8336,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,8509,6332,7906,7932,8415,6148,8287,7886,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,6101,3439,5344,3714,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152])).
% 289.81/289.57 cnf(9269,plain,
% 289.81/289.57 (P12(a2,x92691,f35(f35(f17(a2),x92691),x92691))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(9284,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,375,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009])).
% 289.81/289.57 cnf(9289,plain,
% 289.81/289.57 (~P12(a3,f18(a3,x92891,f18(a3,f6(a3),f7(a3))),f18(a3,x92891,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,375,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684])).
% 289.81/289.57 cnf(9291,plain,
% 289.81/289.57 (~P13(a2,f18(a3,f6(a2),f7(a3)),f7(a2))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,375,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263])).
% 289.81/289.57 cnf(9293,plain,
% 289.81/289.57 (~P13(f112(a1),f18(f112(a1),f19(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x92931,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x92931,f18(a2,f6(f112(a1)),f7(a2))))),x92932),f18(f112(a1),f6(f112(a1)),x92932))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,575,8848,375,410,460,574,343,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109])).
% 289.81/289.57 cnf(9296,plain,
% 289.81/289.57 (E(f18(a2,x92961,x92962),f18(a2,x92962,x92961))),
% 289.81/289.57 inference(rename_variables,[],[589])).
% 289.81/289.57 cnf(9297,plain,
% 289.81/289.57 (~E(f18(a2,x92971,f7(a2)),x92971)),
% 289.81/289.57 inference(rename_variables,[],[701])).
% 289.81/289.57 cnf(9300,plain,
% 289.81/289.57 (P12(a2,f16(a2,x93001,x93002),x93001)),
% 289.81/289.57 inference(rename_variables,[],[596])).
% 289.81/289.57 cnf(9307,plain,
% 289.81/289.57 (~P13(a1,f16(a1,f7(a1),f12(a1,f16(a1,f6(a1),f7(a1)))),f6(a1))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924])).
% 289.81/289.57 cnf(9315,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f17(a2),x93151),x93152),x93153),f18(a2,f35(f35(f17(a2),f16(a2,x93151,f16(a2,x93151,x93154))),x93152),x93153))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,558,8748,8794,9007,9027,9163,494,711,9062,349,399,647,8729,620,713,8884,617,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041])).
% 289.81/289.57 cnf(9316,plain,
% 289.81/289.57 (~P13(a2,f18(a2,x93161,x93162),x93162)),
% 289.81/289.57 inference(rename_variables,[],[711])).
% 289.81/289.57 cnf(9318,plain,
% 289.81/289.57 (~P13(a1,f18(a1,f32(a2,f30(f18(a1,f12(a1,x93181),f7(a1)))),f7(a1)),x93181)),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202])).
% 289.81/289.57 cnf(9323,plain,
% 289.81/289.57 (~P13(a3,f18(a3,f6(a3),f7(a3)),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010])).
% 289.81/289.57 cnf(9329,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x93291,x93291)),x93292),f16(a3,f18(a3,x93293,f7(a3)),f7(a3))),f7(a3)),x93293)),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259])).
% 289.81/289.57 cnf(9337,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f18(a2,f18(a2,x93371,f18(a2,f6(a2),f7(a2))),x93372),x93373),x93372)),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,418,497,627,638,655,607,606,8711,8745,8772,657,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,7895,8231,8890,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454])).
% 289.81/289.57 cnf(9356,plain,
% 289.81/289.57 (P12(a2,f35(f35(f17(a2),x93561),f14(a2,f6(a2),x93561)),f16(a2,f6(a2),f13(a2,f6(a2),x93561)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,624,418,497,627,638,655,607,606,8711,8745,8772,657,376,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987])).
% 289.81/289.57 cnf(9362,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f18(a2,x93621,f18(a3,f6(a2),f7(a3))),f7(a2)),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,624,418,497,627,638,655,607,606,8711,8745,8772,657,376,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416])).
% 289.81/289.57 cnf(9363,plain,
% 289.81/289.57 (P13(a2,x93631,f18(a2,f18(a2,x93632,x93631),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(9374,plain,
% 289.81/289.57 (~P13(a1,f35(f35(f17(a1),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f35(f35(f17(a1),f7(a1)),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,624,418,497,627,638,655,607,606,8711,8745,8772,657,376,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036])).
% 289.81/289.57 cnf(9378,plain,
% 289.81/289.57 (P12(a2,x93781,f35(f35(f17(a2),x93781),x93781))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(9385,plain,
% 289.81/289.57 (~P12(a3,f35(f35(f17(a3),f18(a3,f6(a3),f7(a3))),f7(a3)),f35(f35(f17(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f7(a3)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,624,418,497,627,638,655,607,606,8711,8745,8772,657,376,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797])).
% 289.81/289.57 cnf(9389,plain,
% 289.81/289.57 (~P12(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x93891,x93892)),x93893),f18(a3,f35(f35(f17(a3),f16(a3,x93892,x93891)),x93893),x93894)),f7(a3)),x93894)),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,624,418,497,627,638,655,402,607,606,8711,8745,8772,657,376,378,469,626,8981,589,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477])).
% 289.81/289.57 cnf(9394,plain,
% 289.81/289.57 (P13(a2,x93941,f18(a2,f18(a2,x93942,x93941),f7(a2)))),
% 289.81/289.57 inference(rename_variables,[],[646])).
% 289.81/289.57 cnf(9396,plain,
% 289.81/289.57 (~P27(f16(a2,f16(a2,f18(a2,f35(f35(f22(x93961,a2,x93962),x93963),f6(a2)),f18(a2,x93964,f7(a2))),f7(a2)),x93964))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,624,637,418,497,627,638,655,402,607,606,8711,8745,8772,657,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,3877,8433,8018,8291,8336,9063,7920,7861,7961,8397,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264])).
% 289.81/289.57 cnf(9397,plain,
% 289.81/289.57 (E(f16(a2,f16(a2,x93971,f7(a2)),x93972),f16(a2,x93971,f18(a2,x93972,f7(a2))))),
% 289.81/289.57 inference(rename_variables,[],[637])).
% 289.81/289.57 cnf(9400,plain,
% 289.81/289.57 (E(x94001,f18(a3,f35(f35(f17(a3),f16(a3,x94002,x94002)),x94003),x94001))),
% 289.81/289.57 inference(rename_variables,[],[6709])).
% 289.81/289.57 cnf(9402,plain,
% 289.81/289.57 (E(f18(a1,f32(a2,x94021),f32(a2,x94022)),f32(a2,f18(a2,x94021,x94022)))),
% 289.81/289.57 inference(rename_variables,[],[614])).
% 289.81/289.57 cnf(9406,plain,
% 289.81/289.57 (E(f18(a3,f35(f35(f17(a3),x94061),f14(a3,x94062,x94061)),f13(a3,x94062,x94061)),x94062)),
% 289.81/289.57 inference(rename_variables,[],[657])).
% 289.81/289.57 cnf(9407,plain,
% 289.81/289.57 (P12(a2,f16(a2,f18(a1,f32(a2,x94071),f32(a2,x94072)),x94073),f32(a2,f18(a2,x94071,x94072)))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,637,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,6709,9400,7861,7961,8397,8567,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260])).
% 289.81/289.57 cnf(9409,plain,
% 289.81/289.57 (~E(f18(a3,f7(a3),f7(a3)),f6(a3))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,637,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,6709,9400,7861,7961,8397,8567,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8])).
% 289.81/289.57 cnf(9410,plain,
% 289.81/289.57 (P12(a2,f32(a2,f18(a2,x94101,x94102)),f35(f35(f17(a2),f18(a1,f32(a2,x94101),f32(a2,x94102))),f18(a1,f32(a2,x94101),f32(a2,x94102))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,637,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,9378,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,6709,9400,7861,7961,8397,8567,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8,259])).
% 289.81/289.57 cnf(9411,plain,
% 289.81/289.57 (P12(a2,x94111,f35(f35(f17(a2),x94111),x94111))),
% 289.81/289.57 inference(rename_variables,[],[593])).
% 289.81/289.57 cnf(9413,plain,
% 289.81/289.57 (~P22(f16(a2,f16(a2,f18(a2,f18(a2,x94131,f7(a2)),a2),f7(a2)),x94131))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,637,9397,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,9378,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,693,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,6709,9400,7861,7961,8397,8567,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,6774,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8,259,2,331])).
% 289.81/289.57 cnf(9416,plain,
% 289.81/289.57 (P12(f18(a5,f35(f35(f17(a5),f16(a5,x94161,x94161)),x94162),f18(a2,a2,f6(a2))),x94163,f35(f35(f17(a2),x94163),x94163))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,637,9397,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,9378,9411,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,693,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,6709,9400,7861,6967,7961,8397,7514,8567,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7734,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,6774,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,5536,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8,259,2,331,309,308,258])).
% 289.81/289.57 cnf(9428,plain,
% 289.81/289.57 (~P72(f35(f35(f17(a1),f7(a1)),f110(f6(a2),f14(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),f35(f17(a1),f7(a1)))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,625,586,637,9397,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,9406,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,9378,9411,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,8958,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,693,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,9035,6709,9400,7861,6967,7961,8397,7514,8567,8589,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7734,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8090,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,6774,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,5536,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8,259,2,331,309,308,258,263,25,257,265,1875,1874])).
% 289.81/289.57 cnf(9432,plain,
% 289.81/289.57 (E(f18(a2,f6(a2),f111(f6(a2),f14(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),f35(f17(a1),f7(a1)))),f14(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,625,586,637,9397,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,9406,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,9378,9411,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,8958,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,693,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,9035,6709,9400,7861,6967,7961,8397,7514,8567,8589,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7734,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8090,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,6774,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,5536,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8,259,2,331,309,308,258,263,25,257,265,1875,1874,2011,1662])).
% 289.81/289.57 cnf(9433,plain,
% 289.81/289.57 (~P13(a2,x94331,f6(a2))),
% 289.81/289.57 inference(rename_variables,[],[699])).
% 289.81/289.57 cnf(9435,plain,
% 289.81/289.57 (E(f18(a2,f6(a2),f110(f6(a2),f14(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),f35(f17(a1),f7(a1)))),f14(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[341,347,614,9402,624,625,586,637,9397,418,497,627,638,655,592,402,607,606,8711,8745,8772,657,9171,9406,376,378,469,626,8981,589,9296,575,8848,375,410,460,574,343,411,425,447,593,8737,8841,8863,8943,9020,9075,9144,9269,9378,9411,491,596,8833,8883,8918,9177,9300,557,8855,8970,405,458,594,8844,9036,9153,598,354,572,556,696,434,465,516,566,8736,9115,646,8742,8759,8800,8915,8969,9126,9363,9394,675,659,636,701,8704,9297,401,712,603,8755,8809,342,435,699,8958,9433,715,9220,9225,558,8748,8794,9007,9027,9163,494,711,9062,9316,349,399,647,8729,620,713,8884,693,617,8836,360,604,8948,585,8827,8845,8933,9191,714,9162,398,443,468,368,710,364,613,348,708,366,621,363,397,442,618,352,367,351,361,355,419,408,359,692,444,420,691,362,578,438,437,407,579,8011,8490,8590,3145,8536,8817,8821,8957,9114,9145,8431,8738,8978,9164,7416,5235,7619,6808,3877,8433,8018,8291,8336,9063,7920,9035,6709,9400,7861,6967,7961,8397,7514,8567,8589,7414,8304,8134,7504,8732,8762,6836,7539,8523,7900,5510,7734,7646,3315,4462,7966,8311,9156,5177,6760,8215,8153,8176,8405,8054,8816,8130,2528,6874,7858,8307,8090,8362,7554,8550,8238,8049,8714,8741,8754,8758,8968,9030,8547,9091,6287,8483,8158,4778,6733,7975,8316,7672,8297,8333,8301,7157,8875,7902,8140,7422,8007,8379,9014,9134,9137,6123,8028,8240,2538,7350,8555,7188,8077,8081,7754,8095,8779,5432,8368,8769,7994,8880,7938,8532,7881,8720,8912,8973,8458,7511,9070,6817,7895,8231,8890,7958,3419,7232,7459,5999,5480,8509,6332,7906,7932,8415,6148,8287,7886,4210,7999,5071,8097,2468,2781,8277,2696,6643,7045,8869,7308,7716,7431,7638,7128,6403,2081,2199,2282,2812,7319,4409,6485,6568,6774,7316,5928,2632,6344,6747,7163,8782,9197,6101,3439,5344,3714,5536,2684,2066,4598,3111,8954,3123,8719,4061,3686,2630,2680,3161,340,1829,1897,1072,1697,1676,1321,1534,1486,1073,862,1923,1663,1896,1877,889,1659,1533,1446,1656,1974,888,951,1130,789,1537,1577,1578,913,2038,1658,1963,1038,1761,1219,1514,1466,1497,1767,1216,1217,1478,1467,1461,1476,1198,1396,1802,1286,1314,1075,1039,2040,1989,1376,1178,1375,1171,1453,1029,1254,1462,1851,956,1030,914,1459,932,1104,1242,1641,1103,1887,1067,1373,1196,1081,1118,1479,1166,1374,1803,1348,971,1436,1648,1112,1356,1491,1020,959,1361,1681,1799,1848,2036,1487,1179,1975,2045,946,1417,2047,2035,831,1140,1344,2051,1207,1341,1221,1015,1530,1557,1607,1147,1639,1031,1688,1050,1510,1369,1611,794,1636,1740,1223,1156,1079,1355,1044,1637,829,1686,1635,1649,1448,1225,817,1460,1655,1226,1465,1200,815,1105,976,911,1165,1447,1481,861,1087,1086,1482,1113,1378,1976,931,2046,2044,1990,1432,1305,1058,2034,1992,1991,1780,807,1362,1434,1053,1695,1694,1468,1555,1304,1024,1343,894,1129,1265,2033,1502,996,1133,1199,1340,1197,1587,899,1124,930,1099,1260,1558,1556,1634,1080,960,1610,1025,1088,1117,1509,955,904,1152,1501,915,1214,1023,1009,1480,1684,1263,1109,1721,1287,2039,1136,1924,1004,900,2041,1202,954,1010,1360,810,1259,1464,1349,1454,1157,1120,1679,1673,1690,1201,1256,987,1463,1416,1350,1455,1451,1036,26,1172,1195,1074,1797,1367,1477,15,256,274,264,255,3,275,7,323,260,8,259,2,331,309,308,258,263,25,257,265,1875,1874,2011,1662,1661])).
% 289.81/289.57 cnf(9492,plain,
% 289.81/289.57 (~E(f18(a2,f18(a1,f35(f35(f17(a1),f16(a1,x94921,x94921)),x94922),x94923),f18(a3,f6(a2),f7(a3))),x94923)),
% 289.81/289.57 inference(scs_inference,[],[543,7172,2,25,7,8,15,26])).
% 289.81/289.57 cnf(9494,plain,
% 289.81/289.57 (~E(f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[543,7414,7172,2,25,7,8,15,26,1074])).
% 289.81/289.57 cnf(9496,plain,
% 289.81/289.57 (P13(a2,x94961,f16(a2,f18(a2,f18(a2,x94961,f7(a2)),x94962),x94962))),
% 289.81/289.57 inference(scs_inference,[],[6163,543,7414,7172,2,25,7,8,15,26,1074,1367])).
% 289.81/289.57 cnf(9497,plain,
% 289.81/289.57 (P12(a2,x94971,f16(a2,f18(a2,x94971,x94972),x94972))),
% 289.81/289.57 inference(rename_variables,[],[6163])).
% 289.81/289.57 cnf(9505,plain,
% 289.81/289.57 (P12(a2,x95051,f16(a2,f18(a2,f18(a2,x95051,x95052),x95053),x95053))),
% 289.81/289.57 inference(scs_inference,[],[4831,6163,9497,543,3993,7414,7172,2,25,7,8,15,26,1074,1367,954,1010,1004,1349])).
% 289.81/289.57 cnf(9506,plain,
% 289.81/289.57 (P12(a2,x95061,f16(a2,f18(a2,x95061,x95062),x95062))),
% 289.81/289.57 inference(rename_variables,[],[6163])).
% 289.81/289.57 cnf(9512,plain,
% 289.81/289.57 (~E(f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.57 inference(scs_inference,[],[7684,6747,4831,7390,6163,9497,543,3993,7414,7172,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900])).
% 289.81/289.57 cnf(9514,plain,
% 289.81/289.57 (P13(a1,x95141,f32(a2,f16(a2,f18(a2,f18(a2,f30(x95141),f7(a2)),x95142),x95142)))),
% 289.81/289.57 inference(scs_inference,[],[7684,6747,4831,7390,6163,9497,9506,543,3993,7414,7172,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468])).
% 289.81/289.57 cnf(9515,plain,
% 289.81/289.57 (P12(a2,x95151,f16(a2,f18(a2,x95151,x95152),x95152))),
% 289.81/289.57 inference(rename_variables,[],[6163])).
% 289.81/289.57 cnf(9522,plain,
% 289.81/289.57 (E(f18(a3,f6(a3),x95221),x95221)),
% 289.81/289.57 inference(rename_variables,[],[572])).
% 289.81/289.57 cnf(9529,plain,
% 289.81/289.57 (P13(a1,x95291,f32(a2,f52(f36(x95292,x95293),f35(f35(f17(a1),x95291),f36(x95292,x95293)))))),
% 289.81/289.57 inference(rename_variables,[],[6630])).
% 289.81/289.57 cnf(9532,plain,
% 289.81/289.57 (E(f16(a2,f35(f35(f22(x95321,f18(a2,x95322,f6(a2)),x95323),x95324),f6(a2)),f6(a2)),x95322)),
% 289.81/289.57 inference(rename_variables,[],[4581])).
% 289.81/289.57 cnf(9534,plain,
% 289.81/289.57 (P13(a2,x95341,f18(a2,f18(a2,f18(a2,x95342,x95341),x95343),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[7684,6747,4831,7390,6712,6163,9497,9506,543,3993,572,7414,7172,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673])).
% 289.81/289.57 cnf(9539,plain,
% 289.81/289.57 (E(f16(a2,f18(a2,x95391,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x95392,f6(a2)),f7(a2))),f6(a2)),f18(a2,f18(a2,x95392,f6(a2)),f7(a2)))),x95391),f6(a2))),
% 289.81/289.57 inference(scs_inference,[],[8229,7684,6747,4831,7390,6712,6163,9497,9506,543,3993,572,7414,7172,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915])).
% 289.81/289.57 cnf(9549,plain,
% 289.81/289.57 (~E(f18(a1,x95491,a113),f18(a1,x95491,f33(a5,a120)))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,6163,9497,9506,543,3993,572,7414,7172,8077,8547,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807])).
% 289.81/289.57 cnf(9551,plain,
% 289.81/289.57 (P12(a3,x95511,f12(a3,f16(a3,f12(a3,f16(a3,f18(a3,x95512,f35(f35(f17(a3),x95511),f7(a3))),x95512)),f6(a3))))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,6163,9497,9506,543,3993,572,7414,7798,7172,8077,8547,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362])).
% 289.81/289.57 cnf(9554,plain,
% 289.81/289.57 (~P12(a2,f20(f18(a1,f12(a1,f18(a1,f32(a2,x95541),f7(a1))),f7(a1))),x95541)),
% 289.81/289.57 inference(rename_variables,[],[7975])).
% 289.81/289.57 cnf(9556,plain,
% 289.81/289.57 (~P13(a1,f6(a1),f35(f35(f17(a1),f18(a3,f6(a3),f6(a1))),f18(a3,f6(a3),f6(a1))))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,6163,9497,9506,543,3993,572,9522,7414,7798,7172,8077,7975,8547,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207])).
% 289.81/289.57 cnf(9557,plain,
% 289.81/289.57 (E(f18(a3,f6(a3),x95571),x95571)),
% 289.81/289.57 inference(rename_variables,[],[572])).
% 289.81/289.57 cnf(9562,plain,
% 289.81/289.57 (E(f18(a3,f6(a3),x95621),x95621)),
% 289.81/289.57 inference(rename_variables,[],[572])).
% 289.81/289.57 cnf(9565,plain,
% 289.81/289.57 (~E(f18(a2,f18(a2,x95651,f7(a2)),x95652),x95651)),
% 289.81/289.57 inference(rename_variables,[],[2260])).
% 289.81/289.57 cnf(9575,plain,
% 289.81/289.57 (P12(a2,x95751,f30(f18(a1,f12(a1,f32(a2,x95751)),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,2260,7633,8996,6163,9497,9506,543,3993,572,9522,9557,2285,4049,7414,7798,7172,8077,7975,8547,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156])).
% 289.81/289.57 cnf(9578,plain,
% 289.81/289.57 (~P12(a2,f18(a2,f35(f35(f17(a2),f18(a2,x95781,x95782)),f18(a2,x95781,x95782)),f7(a2)),x95781)),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,2260,7633,6730,8996,6163,9497,9506,543,3993,572,9522,9557,2285,4049,7414,7798,7172,8077,7975,8547,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221])).
% 289.81/289.57 cnf(9589,plain,
% 289.81/289.57 (~P13(a2,f18(a2,f35(f35(f22(x95891,f18(a2,x95892,f16(a2,x95893,x95894)),x95895),x95896),f6(a2)),x95894),x95893)),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,2260,7633,6730,8996,6163,9497,9506,543,3993,572,9522,9557,2285,4049,7414,7798,7172,2775,6015,5031,8077,7975,8547,5638,6630,4581,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556])).
% 289.81/289.57 cnf(9590,plain,
% 289.81/289.57 (~P13(a2,f35(f35(f22(x95901,f18(a2,x95902,x95903),x95904),x95905),f6(a2)),x95903)),
% 289.81/289.57 inference(rename_variables,[],[5031])).
% 289.81/289.57 cnf(9596,plain,
% 289.81/289.57 (~E(f18(a2,x95961,f18(a2,f18(a2,f6(a2),f7(a2)),x95962)),x95961)),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,2260,9565,7633,6730,8578,8996,6163,9497,9506,543,3993,572,9522,9557,2285,4049,7414,7798,7172,2775,6015,5031,8077,7975,8547,5638,6630,4581,9207,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904])).
% 289.81/289.57 cnf(9597,plain,
% 289.81/289.57 (~E(f18(a2,f18(a2,x95971,f7(a2)),x95972),x95971)),
% 289.81/289.57 inference(rename_variables,[],[2260])).
% 289.81/289.57 cnf(9599,plain,
% 289.81/289.57 (P12(a2,f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,2260,9565,7633,6730,8578,8996,6163,9497,9506,543,3993,572,9522,9557,2285,4049,7414,7798,7172,2775,2312,6015,5031,8077,7975,8547,5638,6630,4581,9207,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009])).
% 289.81/289.57 cnf(9604,plain,
% 289.81/289.57 (~P13(a2,x96041,f18(a2,f35(f35(f17(a2),f16(a2,x96042,x96042)),x96043),x96041))),
% 289.81/289.57 inference(rename_variables,[],[2402])).
% 289.81/289.57 cnf(9606,plain,
% 289.81/289.57 (P12(a2,f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,2260,9565,7633,6730,8578,8996,6163,9497,9506,543,3993,563,572,9522,9557,2285,4049,7414,7798,7172,2775,3801,2402,2312,6015,5031,8077,7975,8547,5638,6630,4581,9207,9051,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263])).
% 289.81/289.57 cnf(9619,plain,
% 289.81/289.57 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x96191,f6(a2)),f7(a2))),f35(f35(f17(a2),x96192),f7(a2))),f18(a2,f18(a2,x96191,f6(a2)),f7(a2))),x96192)),
% 289.81/289.57 inference(rename_variables,[],[6712])).
% 289.81/289.57 cnf(9626,plain,
% 289.81/289.57 (E(f18(a3,f6(a3),x96261),x96261)),
% 289.81/289.57 inference(rename_variables,[],[572])).
% 289.81/289.57 cnf(9628,plain,
% 289.81/289.57 (P12(a1,f35(f35(f17(a1),f32(a2,f7(a2))),f32(a2,f7(a2))),f7(a1))),
% 289.81/289.57 inference(scs_inference,[],[8229,3929,7684,6747,4831,7390,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,2312,6015,5031,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067])).
% 289.81/289.57 cnf(9632,plain,
% 289.81/289.57 (P12(a2,x96321,f30(f18(a1,f32(a2,f30(f32(a2,x96321))),f7(a1))))),
% 289.81/289.57 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,2312,6015,5031,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103])).
% 289.81/289.57 cnf(9633,plain,
% 289.81/289.57 (P12(a1,x96331,f18(a1,f32(a2,f30(x96331)),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6736])).
% 289.81/289.58 cnf(9635,plain,
% 289.81/289.58 (~P13(a2,f35(f35(f22(x96351,f18(a2,x96352,f18(a2,x96353,x96354)),x96355),x96356),f6(a2)),x96354)),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,2312,6015,5031,9590,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223])).
% 289.81/289.58 cnf(9638,plain,
% 289.81/289.58 (P12(a2,x96381,f16(a2,f18(a2,f18(a2,x96382,x96381),x96383),x96383))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,2312,6015,5031,9590,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348])).
% 289.81/289.58 cnf(9639,plain,
% 289.81/289.58 (P12(a2,x96391,f16(a2,f18(a2,x96391,x96392),x96392))),
% 289.81/289.58 inference(rename_variables,[],[6163])).
% 289.81/289.58 cnf(9641,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x96411,f18(a2,f6(a2),f7(a2))),x96412),f6(a2))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914])).
% 289.81/289.58 cnf(9644,plain,
% 289.81/289.58 (~P13(a2,x96441,f35(f35(f17(a2),f16(a2,x96442,x96442)),x96443))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225])).
% 289.81/289.58 cnf(9647,plain,
% 289.81/289.58 (P12(a2,x96471,f16(a2,f18(a2,x96471,x96472),x96472))),
% 289.81/289.58 inference(rename_variables,[],[6163])).
% 289.81/289.58 cnf(9649,plain,
% 289.81/289.58 (~P13(a2,x96491,f18(a2,f35(f35(f17(a2),f16(a2,x96492,x96492)),x96493),f16(a2,x96491,x96494)))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226])).
% 289.81/289.58 cnf(9650,plain,
% 289.81/289.58 (~P13(a2,x96501,f18(a2,f35(f35(f17(a2),f16(a2,x96502,x96502)),x96503),x96501))),
% 289.81/289.58 inference(rename_variables,[],[2402])).
% 289.81/289.58 cnf(9655,plain,
% 289.81/289.58 (~P13(a2,x96551,f18(a3,f6(a3),f6(a2)))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,7938,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911])).
% 289.81/289.58 cnf(9656,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x96561),x96561)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(9658,plain,
% 289.81/289.58 (~P13(a2,f6(a2),f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,7938,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447])).
% 289.81/289.58 cnf(9660,plain,
% 289.81/289.58 (~P13(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f18(a2,f7(a2),f7(a2)),f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,7938,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361])).
% 289.81/289.58 cnf(9664,plain,
% 289.81/289.58 (P12(a1,f18(a1,x96641,x96642),f18(a1,x96641,f18(a1,f12(a1,x96642),f7(a1))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7975,8547,8368,5638,7938,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453])).
% 289.81/289.58 cnf(9671,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f16(a3,f18(a3,f16(a3,x96711,f7(a3)),f7(a3)),f7(a3)),f7(a3)),x96711)),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7556,6867,7975,9554,8547,8368,5638,7938,6630,4581,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254])).
% 289.81/289.58 cnf(9674,plain,
% 289.81/289.58 (~E(f13(a2,f18(a2,x96741,f7(a2)),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f6(a2))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,2260,9565,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8077,7556,6867,7975,9554,8547,8368,5638,7938,6630,4581,9029,8835,9207,9051,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069])).
% 289.81/289.58 cnf(9692,plain,
% 289.81/289.58 (~E(f18(a2,x96921,f18(a2,f18(a2,f6(a2),f7(a2)),x96922)),f6(a2))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,7556,6867,7975,9554,8547,8368,5638,7938,6630,4581,9029,8835,9207,9051,7950,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913])).
% 289.81/289.58 cnf(9693,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x96931,f7(a2)),x96932),x96931)),
% 289.81/289.58 inference(rename_variables,[],[2260])).
% 289.81/289.58 cnf(9695,plain,
% 289.81/289.58 (P12(a2,x96951,f18(a2,f18(a2,f35(f35(f17(a2),x96952),x96953),f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,x96954,x96952),x96952)),x96953),x96951)),x96955))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,7556,6867,7975,9554,8547,8368,5638,7938,6630,4581,9029,8835,9207,9051,7950,6674,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672])).
% 289.81/289.58 cnf(9701,plain,
% 289.81/289.58 (P13(a1,x97011,f18(a1,f32(a2,f30(f12(a1,f16(a1,f6(a1),x97011)))),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[8532])).
% 289.81/289.58 cnf(9708,plain,
% 289.81/289.58 (~E(f16(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)),f6(a3)),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,543,3993,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889])).
% 289.81/289.58 cnf(9830,plain,
% 289.81/289.58 (P1(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,544,543,3993,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716])).
% 289.81/289.58 cnf(9834,plain,
% 289.81/289.58 (P4(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,544,543,3993,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720])).
% 289.81/289.58 cnf(9838,plain,
% 289.81/289.58 (P27(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,544,543,3993,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739])).
% 289.81/289.58 cnf(9840,plain,
% 289.81/289.58 (P51(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,544,543,3993,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743])).
% 289.81/289.58 cnf(9842,plain,
% 289.81/289.58 (E(f19(f18(a2,a5,f6(a2)),f6(f18(a2,a5,f6(a2)))),f6(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,544,543,3993,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783])).
% 289.81/289.58 cnf(9846,plain,
% 289.81/289.58 (P1(f117(x98461,a2))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,544,543,3993,341,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3672,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791])).
% 289.81/289.58 cnf(9848,plain,
% 289.81/289.58 (P35(f117(x98481,a2))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,544,543,3993,341,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3672,408,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793])).
% 289.81/289.58 cnf(9860,plain,
% 289.81/289.58 (E(f16(a1,x98601,f6(a1)),x98601)),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,544,543,3993,341,360,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3680,3672,3661,408,454,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843])).
% 289.81/289.58 cnf(9864,plain,
% 289.81/289.58 (E(f35(f35(f17(f18(a2,a5,f6(a2))),f6(f18(a2,a5,f6(a2)))),x98641),f6(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,544,543,3993,341,360,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3680,3672,3661,408,454,3636,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879])).
% 289.81/289.58 cnf(9868,plain,
% 289.81/289.58 (E(f18(f112(f18(a2,a5,f6(a2))),f6(f112(f18(a2,a5,f6(a2)))),x98681),x98681)),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,544,543,3993,341,360,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3680,3672,3661,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893])).
% 289.81/289.58 cnf(9878,plain,
% 289.81/289.58 (E(f23(f18(a2,a5,f6(a2)),f6(f18(a2,a5,f6(a2))),f6(f112(f18(a2,a5,f6(a2))))),f6(f112(f18(a2,a5,f6(a2)))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,544,543,3993,341,360,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923])).
% 289.81/289.58 cnf(9886,plain,
% 289.81/289.58 (E(f35(f35(f17(f112(f18(a2,a5,f6(a2)))),x98861),f6(f112(f18(a2,a5,f6(a2))))),f6(f112(f18(a2,a5,f6(a2)))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,613,544,543,3993,341,360,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965])).
% 289.81/289.58 cnf(9888,plain,
% 289.81/289.58 (~P13(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1)))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,613,544,543,3993,341,360,604,563,572,9522,9557,9562,9626,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967])).
% 289.81/289.58 cnf(9891,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x98911),x98911)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(9897,plain,
% 289.81/289.58 (~P13(a3,f12(a3,x98971),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,613,544,543,3993,341,360,604,647,563,572,9522,9557,9562,9626,9656,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027])).
% 289.81/289.58 cnf(9901,plain,
% 289.81/289.58 (E(f18(a2,f67(f18(a2,x99011,f7(a2))),f7(a2)),f18(a2,x99011,f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,613,544,543,3993,341,360,604,647,563,572,9522,9557,9562,9626,9656,2285,7251,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063])).
% 289.81/289.58 cnf(9903,plain,
% 289.81/289.58 (E(f35(f35(f17(a3),x99031),f93(x99031,f6(a3))),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,613,544,543,3993,341,360,604,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,408,454,3636,3647,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070])).
% 289.81/289.58 cnf(9913,plain,
% 289.81/289.58 (P13(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f13(a3,x99131,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,352,613,544,543,3993,341,360,604,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,6213,408,454,3636,3647,3633,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246])).
% 289.81/289.58 cnf(9917,plain,
% 289.81/289.58 (P12(a3,f13(a3,x99171,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,7619,3929,7684,6747,4831,7390,6144,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,6213,408,454,3636,3647,3633,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273])).
% 289.81/289.58 cnf(9926,plain,
% 289.81/289.58 (P12(a1,x99261,f18(a1,f12(a1,x99261),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(9939,plain,
% 289.81/289.58 (P12(a1,x99391,f18(a1,f12(a1,x99391),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(9944,plain,
% 289.81/289.58 (P12(a1,x99441,f18(a1,f12(a1,x99441),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(9946,plain,
% 289.81/289.58 (E(f14(a2,f35(f35(f17(a2),f7(a2)),x99461),f35(f35(f17(a2),f7(a2)),x99462)),f14(a2,x99461,x99462))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,6736,6712,8095,7716,4933,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,6213,408,2648,454,3636,3647,3633,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518])).
% 289.81/289.58 cnf(9959,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x99591,x99592),f7(a2)),x99591)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(9964,plain,
% 289.81/289.58 (P12(a1,x99641,f18(a1,f12(a1,x99641),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(9990,plain,
% 289.81/289.58 (E(f13(f112(a5),f35(f35(f17(f112(a5)),x99901),f13(f112(a5),x99902,x99903)),x99903),f13(f112(a5),f35(f35(f17(f112(a5)),x99901),x99902),x99903))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3652,6213,408,2648,454,3636,3647,2572,3633,3632,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753])).
% 289.81/289.58 cnf(10047,plain,
% 289.81/289.58 (E(f13(x100471,f8(f6(a5)),x100472),f13(x100471,f7(a5),x100472))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3652,6213,408,529,435,2648,454,3636,427,3647,2572,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53])).
% 289.81/289.58 cnf(10148,plain,
% 289.81/289.58 (P5(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3652,6213,408,529,435,2648,454,3636,427,3647,2572,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722])).
% 289.81/289.58 cnf(10156,plain,
% 289.81/289.58 (P8(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,2648,454,3636,427,3647,2572,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727])).
% 289.81/289.58 cnf(10160,plain,
% 289.81/289.58 (P53(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,2648,454,3636,427,3647,2572,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733])).
% 289.81/289.58 cnf(10162,plain,
% 289.81/289.58 (P9(f112(a1))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,2572,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740])).
% 289.81/289.58 cnf(10178,plain,
% 289.81/289.58 (P62(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,2572,3640,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762])).
% 289.81/289.58 cnf(10182,plain,
% 289.81/289.58 (P46(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,2572,3640,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767])).
% 289.81/289.58 cnf(10184,plain,
% 289.81/289.58 (P39(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,2572,3640,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768])).
% 289.81/289.58 cnf(10186,plain,
% 289.81/289.58 (P70(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,2572,3640,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770])).
% 289.81/289.58 cnf(10188,plain,
% 289.81/289.58 (P10(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,2572,3640,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772])).
% 289.81/289.58 cnf(10195,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x101951,f7(a2))),f18(a2,x101951,f7(a2))),x101951)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10197,plain,
% 289.81/289.58 (E(f35(f35(f21(a3),x101971),f6(a2)),f7(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,2572,3640,3633,3632,484,502,526,531,534,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837])).
% 289.81/289.58 cnf(10219,plain,
% 289.81/289.58 (P29(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731])).
% 289.81/289.58 cnf(10223,plain,
% 289.81/289.58 (P13(a3,x102231,f18(a3,x102232,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x102232,x102231)),f7(a3))),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053])).
% 289.81/289.58 cnf(10227,plain,
% 289.81/289.58 (P12(f112(a1),x102271,x102271)),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824])).
% 289.81/289.58 cnf(10231,plain,
% 289.81/289.58 (P13(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873])).
% 289.81/289.58 cnf(10237,plain,
% 289.81/289.58 (P13(a1,f18(a1,f12(a1,f6(a1)),f7(a1)),f32(a2,f42(f18(a1,f12(a1,f6(a1)),f7(a1)))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096])).
% 289.81/289.58 cnf(10238,plain,
% 289.81/289.58 (P12(a1,x102381,f18(a1,f12(a1,x102381),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10240,plain,
% 289.81/289.58 (P13(a3,f16(a3,x102401,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x102401,x102402)),f7(a3))),f18(a3,f7(a3),f7(a3)))),x102402)),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,572,9522,9557,9562,9626,9656,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054])).
% 289.81/289.58 cnf(10248,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),x102481),f7(a2))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,541,572,9522,9557,9562,9626,9656,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885])).
% 289.81/289.58 cnf(10249,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x102491,f7(a2))),f18(a2,x102491,f7(a2))),x102491)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10251,plain,
% 289.81/289.58 (P13(a3,f6(a3),f35(f35(f21(a3),f12(a3,f18(a2,f18(a2,f6(a3),x102511),f7(a2)))),x102512))),
% 289.81/289.58 inference(scs_inference,[],[8229,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,563,541,572,9522,9557,9562,9626,9656,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231])).
% 289.81/289.58 cnf(10252,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x102521,x102522),f7(a2)),x102521)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10267,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x102671,x102672),f7(a2)),x102671)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10270,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x102701,x102702),f7(a2)),x102701)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10279,plain,
% 289.81/289.58 (P12(a2,f35(f35(f17(a2),f35(f35(f17(a2),f6(a2)),x102791)),x102792),f35(f35(f17(a2),f35(f35(f17(a2),f6(a2)),x102791)),x102793))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334])).
% 289.81/289.58 cnf(10287,plain,
% 289.81/289.58 (P3(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718])).
% 289.81/289.58 cnf(10291,plain,
% 289.81/289.58 (E(f33(f18(a2,a5,f6(a2)),f6(f18(a2,a5,f6(a2)))),f6(a1))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779])).
% 289.81/289.58 cnf(10295,plain,
% 289.81/289.58 (E(f12(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1))),f6(f18(a2,f6(a2),a1)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781])).
% 289.81/289.58 cnf(10299,plain,
% 289.81/289.58 (E(f19(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1))),f6(f18(a2,f6(a2),a1)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784])).
% 289.81/289.58 cnf(10305,plain,
% 289.81/289.58 (E(f16(a1,x103051,x103051),f6(a1))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832])).
% 289.81/289.58 cnf(10321,plain,
% 289.81/289.58 (P12(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872])).
% 289.81/289.58 cnf(10327,plain,
% 289.81/289.58 (E(f16(f112(a1),x103271,f6(f112(a1))),x103271)),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892])).
% 289.81/289.58 cnf(10333,plain,
% 289.81/289.58 (P12(a3,f6(a3),f12(a3,x103331))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917])).
% 289.81/289.58 cnf(10343,plain,
% 289.81/289.58 (E(f18(f18(a2,a5,f6(a2)),x103431,x103432),f18(f18(a2,a5,f6(a2)),x103432,x103431))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969])).
% 289.81/289.58 cnf(10345,plain,
% 289.81/289.58 (E(f35(f35(f17(f112(f18(a2,a5,f6(a2)))),f6(f112(f18(a2,a5,f6(a2))))),x103451),f6(f112(f18(a2,a5,f6(a2)))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001])).
% 289.81/289.58 cnf(10354,plain,
% 289.81/289.58 (P12(a1,x103541,f18(a1,f12(a1,x103541),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10356,plain,
% 289.81/289.58 (E(f13(a3,f35(f35(f17(a3),x103561),x103562),x103562),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077])).
% 289.81/289.58 cnf(10360,plain,
% 289.81/289.58 (E(f16(a1,f18(a1,x103601,x103602),x103602),x103601)),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085])).
% 289.81/289.58 cnf(10367,plain,
% 289.81/289.58 (P12(a1,x103671,f18(a1,f12(a1,x103671),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10369,plain,
% 289.81/289.58 (E(f35(f35(f17(a3),f12(a3,x103691)),f12(a3,x103691)),f35(f35(f17(a3),x103691),x103691))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141])).
% 289.81/289.58 cnf(10372,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x103721),x103721)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(10384,plain,
% 289.81/289.58 (P12(a2,f13(a2,x103841,f18(a2,x103842,f7(a2))),f18(a2,x103842,f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,6736,7741,10195,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,578,618,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,484,502,526,531,534,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247])).
% 289.81/289.58 cnf(10399,plain,
% 289.81/289.58 (P12(a1,x103991,f18(a1,f12(a1,x103991),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10404,plain,
% 289.81/289.58 (P12(a1,x104041,f18(a1,f12(a1,x104041),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10407,plain,
% 289.81/289.58 (P12(a1,x104071,f18(a1,f12(a1,x104071),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10416,plain,
% 289.81/289.58 (P12(a1,x104161,f18(a1,f12(a1,x104161),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10435,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x104351,f7(a2))),f18(a2,x104351,f7(a2))),x104351)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10451,plain,
% 289.81/289.58 (P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f21(a2),f16(a2,f18(a2,f18(a2,f6(a2),f7(a2)),x104511),x104511)),x104512))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,484,502,526,531,534,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737])).
% 289.81/289.58 cnf(10452,plain,
% 289.81/289.58 (P12(a2,x104521,f16(a2,f18(a2,x104521,x104522),x104522))),
% 289.81/289.58 inference(rename_variables,[],[6163])).
% 289.81/289.58 cnf(10458,plain,
% 289.81/289.58 (P12(a1,f33(f18(a2,a5,f6(a2)),f35(f35(f17(f18(a2,a5,f6(a2))),x104581),x104582)),f35(f35(f17(a1),f33(f18(a2,a5,f6(a2)),x104581)),f33(f18(a2,a5,f6(a2)),x104582)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,484,502,526,531,534,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756])).
% 289.81/289.58 cnf(10477,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x104771,x104772),f7(a2)),x104771)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10508,plain,
% 289.81/289.58 (P12(a1,x105081,f18(a1,f12(a1,x105081),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10532,plain,
% 289.81/289.58 (P30(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732])).
% 289.81/289.58 cnf(10534,plain,
% 289.81/289.58 (P43(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734])).
% 289.81/289.58 cnf(10536,plain,
% 289.81/289.58 (P71(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735])).
% 289.81/289.58 cnf(10538,plain,
% 289.81/289.58 (P44(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736])).
% 289.81/289.58 cnf(10542,plain,
% 289.81/289.58 (P56(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738])).
% 289.81/289.58 cnf(10550,plain,
% 289.81/289.58 (P59(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750])).
% 289.81/289.58 cnf(10552,plain,
% 289.81/289.58 (P67(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751])).
% 289.81/289.58 cnf(10554,plain,
% 289.81/289.58 (P60(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752])).
% 289.81/289.58 cnf(10566,plain,
% 289.81/289.58 (P61(f112(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760])).
% 289.81/289.58 cnf(10576,plain,
% 289.81/289.58 (P47(f112(f18(a2,a5,f6(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771])).
% 289.81/289.58 cnf(10582,plain,
% 289.81/289.58 (~P14(a3,f6(f112(a3)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812])).
% 289.81/289.58 cnf(10586,plain,
% 289.81/289.58 (P12(f18(a2,f6(a2),a1),x105861,f12(f18(a2,f6(a2),a1),x105861))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901])).
% 289.81/289.58 cnf(10590,plain,
% 289.81/289.58 (P13(a2,f6(a2),f35(f35(f21(a2),x105901),f16(a2,x105902,x105902)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066])).
% 289.81/289.58 cnf(10593,plain,
% 289.81/289.58 (P12(a1,x105931,f18(a1,f12(a1,x105931),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10597,plain,
% 289.81/289.58 (P13(a3,f6(a3),f18(a3,f7(a3),f6(a3)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282])).
% 289.81/289.58 cnf(10598,plain,
% 289.81/289.58 (P12(a3,x105981,x105981)),
% 289.81/289.58 inference(rename_variables,[],[558])).
% 289.81/289.58 cnf(10603,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x106031,f7(a2)),x106032),x106031)),
% 289.81/289.58 inference(rename_variables,[],[2260])).
% 289.81/289.58 cnf(10605,plain,
% 289.81/289.58 (E(f18(f18(a2,f6(a2),a5),f18(f18(a2,f6(a2),a5),x106051,x106052),x106053),f18(f18(a2,f6(a2),a5),x106051,f18(f18(a2,f6(a2),a5),x106052,x106053)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411])).
% 289.81/289.58 cnf(10612,plain,
% 289.81/289.58 (P12(a1,x106121,f18(a1,f12(a1,x106121),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10618,plain,
% 289.81/289.58 (P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),x106181),x106181),f35(f35(f17(a3),x106182),x106182)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818])).
% 289.81/289.58 cnf(10622,plain,
% 289.81/289.58 (P13(f18(a2,f6(a2),a1),x106221,f18(f18(a2,f6(a2),a1),x106221,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123])).
% 289.81/289.58 cnf(10624,plain,
% 289.81/289.58 (P12(a3,f6(a3),f13(a3,x106241,f18(a3,f7(a3),f7(a3))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269])).
% 289.81/289.58 cnf(10628,plain,
% 289.81/289.58 (P13(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148])).
% 289.81/289.58 cnf(10632,plain,
% 289.81/289.58 (E(f35(f35(f17(f112(f18(a2,a5,f6(a2)))),f7(f112(f18(a2,a5,f6(a2))))),x106321),x106321)),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870])).
% 289.81/289.58 cnf(10636,plain,
% 289.81/289.58 (P72(f37(f8(f6(a5)),f7(a5)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,6736,7741,10195,10249,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790])).
% 289.81/289.58 cnf(10639,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x106391,f7(a2))),f18(a2,x106391,f7(a2))),x106391)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10642,plain,
% 289.81/289.58 (P12(a1,x106421,f18(a1,f12(a1,x106421),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10644,plain,
% 289.81/289.58 (~P13(a2,f35(f35(f17(a2),x106441),f35(f35(f17(a2),f6(a2)),x106442)),f35(f35(f17(a2),x106443),f35(f35(f17(a2),f6(a2)),x106442)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589])).
% 289.81/289.58 cnf(10648,plain,
% 289.81/289.58 (~P13(a2,f35(f35(f17(a2),f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2)))),x106481),f35(f35(f17(a2),f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2)))),x106481))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585])).
% 289.81/289.58 cnf(10653,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x106531,f7(a2))),f18(a2,x106531,f7(a2))),x106531)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10655,plain,
% 289.81/289.58 (~P12(a1,f16(a1,f18(a1,x106551,a113),f18(a1,x106551,f33(a5,a120))),f6(a1))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358])).
% 289.81/289.58 cnf(10658,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x106581),x106581)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(10662,plain,
% 289.81/289.58 (P13(a1,x106621,f35(f35(f17(a1),f32(a2,f52(f18(a1,f7(a1),f12(a1,x106622)),x106621))),f18(a1,f7(a1),f12(a1,x106622))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744])).
% 289.81/289.58 cnf(10665,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x106651,x106652),f7(a2)),x106651)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10667,plain,
% 289.81/289.58 (P13(a2,f16(a2,f18(a2,x106671,f7(a2)),f18(a2,x106672,f7(a2))),f18(a2,x106671,f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674])).
% 289.81/289.58 cnf(10669,plain,
% 289.81/289.58 (P13(a2,f35(f35(f17(a2),f18(a2,x106691,f7(a2))),f6(a2)),f35(f35(f17(a2),f18(a2,x106691,f7(a2))),f18(a2,x106692,f7(a2))))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987])).
% 289.81/289.58 cnf(10671,plain,
% 289.81/289.58 (P13(a3,f16(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,3216,2285,343,3671,7251,2684,576,4049,7414,7798,7172,2775,3801,2402,9604,2312,2135,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244])).
% 289.81/289.58 cnf(10679,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x106791),x106791)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(10681,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x106811),x106811)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(10683,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x106831),x106831)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(10684,plain,
% 289.81/289.58 (~E(f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,3216,2285,343,3671,7251,2684,576,2234,2391,4049,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257])).
% 289.81/289.58 cnf(10687,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x106871,f7(a2))),f18(a2,x106871,f7(a2))),x106871)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10689,plain,
% 289.81/289.58 (E(f18(a3,f6(a3),x106891),x106891)),
% 289.81/289.58 inference(rename_variables,[],[572])).
% 289.81/289.58 cnf(10693,plain,
% 289.81/289.58 (P16(f18(a2,f6(a2),a2),f35(f17(a2),f6(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,7251,2684,576,2234,2391,4049,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,3678,5031,9590,8555,8077,8532,7556,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308])).
% 289.81/289.58 cnf(10694,plain,
% 289.81/289.58 (E(x106941,f18(a2,f6(a2),x106941))),
% 289.81/289.58 inference(rename_variables,[],[2264])).
% 289.81/289.58 cnf(10697,plain,
% 289.81/289.58 (E(x106971,f18(a2,f6(a2),x106971))),
% 289.81/289.58 inference(rename_variables,[],[2264])).
% 289.81/289.58 cnf(10700,plain,
% 289.81/289.58 (~P12(a1,f18(a1,f18(a1,f32(a2,f30(x107001)),f7(a1)),f7(a1)),x107001)),
% 289.81/289.58 inference(rename_variables,[],[7881])).
% 289.81/289.58 cnf(10702,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x107021,x107021)),x107022),x107023),x107023)),
% 289.81/289.58 inference(rename_variables,[],[2430])).
% 289.81/289.58 cnf(10703,plain,
% 289.81/289.58 (~P13(a1,f18(a1,f35(f35(f17(a1),x107031),x107032),x107033),f18(a1,f35(f35(f17(a1),x107034),x107032),f18(a1,f35(f35(f17(a1),f16(a1,x107031,x107034)),x107032),x107033)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,421,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,10694,7251,2430,2684,576,2234,2066,2309,2391,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,3678,5031,9590,8555,8077,8532,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039])).
% 289.81/289.58 cnf(10706,plain,
% 289.81/289.58 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x107061,f6(a2)),f7(a2))),f35(f35(f17(a2),f35(f35(f17(a2),f6(a2)),x107062)),f7(a2))),f18(a2,f18(a2,x107061,f6(a2)),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,421,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,10694,7251,2430,2684,576,2234,2066,2309,2391,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,3678,5031,9590,8555,8077,8532,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172])).
% 289.81/289.58 cnf(10707,plain,
% 289.81/289.58 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x107071,f6(a2)),f7(a2))),f35(f35(f17(a2),x107072),f7(a2))),f18(a2,f18(a2,x107071,f6(a2)),f7(a2))),x107072)),
% 289.81/289.58 inference(rename_variables,[],[6712])).
% 289.81/289.58 cnf(10709,plain,
% 289.81/289.58 (P12(a3,f18(a3,x107091,f7(a3)),f18(a3,x107091,f18(a3,f35(f35(f17(a3),f16(a3,x107092,x107092)),x107093),f7(a3))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,8095,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,421,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,10694,7251,2430,2684,576,2234,2066,2309,2391,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,3678,5031,9590,8555,8077,8532,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477])).
% 289.81/289.58 cnf(10715,plain,
% 289.81/289.58 (P12(a1,f18(a1,f35(f35(f17(a1),x107151),x107152),x107153),f18(a1,f35(f35(f17(a1),x107154),x107152),f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x107151,x107154)),x107152),x107153))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,4991,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,421,3993,341,360,604,2446,558,711,598,647,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,10694,7251,2430,2684,576,2234,2066,2309,2391,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,5335,3678,5031,9590,8555,8077,8532,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,424,2648,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046])).
% 289.81/289.58 cnf(10719,plain,
% 289.81/289.58 (E(f18(a3,x107191,f6(a3)),x107191)),
% 289.81/289.58 inference(rename_variables,[],[568])).
% 289.81/289.58 cnf(10726,plain,
% 289.81/289.58 (P12(a2,f6(a2),x107261)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10729,plain,
% 289.81/289.58 (~P13(a2,f18(a2,x107291,x107292),x107292)),
% 289.81/289.58 inference(rename_variables,[],[711])).
% 289.81/289.58 cnf(10732,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x107321,f7(a2)),x107322),x107321)),
% 289.81/289.58 inference(rename_variables,[],[2260])).
% 289.81/289.58 cnf(10736,plain,
% 289.81/289.58 (~P13(a3,f16(a3,f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f6(a3)),f7(a3))),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401])).
% 289.81/289.58 cnf(10738,plain,
% 289.81/289.58 (P13(a1,x107381,f32(a2,f30(f12(a1,f16(a1,f6(a1),f18(a1,x107381,f7(a1)))))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690])).
% 289.81/289.58 cnf(10746,plain,
% 289.81/289.58 (P13(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a2,x107461,f7(a2)),x107462),f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416])).
% 289.81/289.58 cnf(10747,plain,
% 289.81/289.58 (P13(a2,x107471,f18(a2,f18(a2,x107471,x107472),f7(a2)))),
% 289.81/289.58 inference(rename_variables,[],[647])).
% 289.81/289.58 cnf(10749,plain,
% 289.81/289.58 (~P13(a2,x107491,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x107492,f6(a2)),f7(a2))),f35(f35(f17(a2),x107491),f7(a2))),f18(a2,f18(a2,x107492,f6(a2)),f7(a2))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610])).
% 289.81/289.58 cnf(10753,plain,
% 289.81/289.58 (P13(a2,f6(a2),f18(a2,x107531,f7(a2)))),
% 289.81/289.58 inference(rename_variables,[],[604])).
% 289.81/289.58 cnf(10754,plain,
% 289.81/289.58 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x107541,f6(a2)),f7(a2))),f35(f35(f17(a2),x107542),f7(a2))),f18(a2,f18(a2,x107541,f6(a2)),f7(a2))),x107542)),
% 289.81/289.58 inference(rename_variables,[],[6712])).
% 289.81/289.58 cnf(10756,plain,
% 289.81/289.58 (E(f6(a2),f35(f35(f17(a2),f6(a2)),x107561))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,10726,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023])).
% 289.81/289.58 cnf(10757,plain,
% 289.81/289.58 (P12(a2,f6(a2),x107571)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10759,plain,
% 289.81/289.58 (~P13(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,10726,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036])).
% 289.81/289.58 cnf(10761,plain,
% 289.81/289.58 (~E(f18(a2,x107611,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,10687,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,604,2446,713,558,711,422,598,647,566,10726,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,6225,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214])).
% 289.81/289.58 cnf(10762,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x107621,f7(a2))),f18(a2,x107621,f7(a2))),x107621)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10765,plain,
% 289.81/289.58 (~P12(a3,f18(a3,x107651,f35(f35(f17(a3),f7(a3)),f7(a3))),f18(a3,x107651,f35(f35(f17(a3),f7(a3)),f6(a3))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,10687,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,618,352,613,397,544,543,421,3993,341,360,399,604,2446,713,558,711,422,598,647,566,10726,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,6225,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684])).
% 289.81/289.58 cnf(10771,plain,
% 289.81/289.58 (P12(a2,f35(f35(f17(a2),f18(a2,x107711,f7(a2))),f16(a2,f18(a2,f14(a2,x107712,f18(a2,x107711,f7(a2))),x107713),x107713)),x107712)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,10687,6712,9619,10707,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,711,422,598,647,566,10726,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,6225,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378])).
% 289.81/289.58 cnf(10772,plain,
% 289.81/289.58 (E(f16(a2,f18(a2,x107721,x107722),x107722),x107721)),
% 289.81/289.58 inference(rename_variables,[],[599])).
% 289.81/289.58 cnf(10775,plain,
% 289.81/289.58 (E(x107751,f18(a2,f35(f35(f17(a2),f16(a2,x107752,x107752)),x107753),x107751))),
% 289.81/289.58 inference(rename_variables,[],[4846])).
% 289.81/289.58 cnf(10779,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x107791,f7(a2))),f18(a2,x107791,f7(a2))),x107791)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10783,plain,
% 289.81/289.58 (~E(x107831,f18(a2,x107831,f7(a2)))),
% 289.81/289.58 inference(rename_variables,[],[2070])).
% 289.81/289.58 cnf(10785,plain,
% 289.81/289.58 (P12(a3,f18(a3,f35(f35(f17(a3),x107851),x107852),f18(a3,f35(f35(f17(a3),f16(a3,x107853,x107851)),x107852),x107854)),f18(a3,f35(f35(f17(a3),x107853),x107852),x107854))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,6225,5964,4581,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044])).
% 289.81/289.58 cnf(10786,plain,
% 289.81/289.58 (P12(a3,x107861,x107861)),
% 289.81/289.58 inference(rename_variables,[],[558])).
% 289.81/289.58 cnf(10788,plain,
% 289.81/289.58 (~E(a115,f18(a2,f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),x107881),f6(f112(a5))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,3285,563,541,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,6225,5964,4581,7412,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991])).
% 289.81/289.58 cnf(10789,plain,
% 289.81/289.58 (~E(f18(a2,x107891,f6(f112(a5))),f18(a2,x107891,a115))),
% 289.81/289.58 inference(rename_variables,[],[7412])).
% 289.81/289.58 cnf(10790,plain,
% 289.81/289.58 (P12(a2,f6(a2),x107901)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10794,plain,
% 289.81/289.58 (P12(a2,f6(a2),x107941)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10797,plain,
% 289.81/289.58 (P12(a2,x107971,f18(a2,x107972,x107971))),
% 289.81/289.58 inference(rename_variables,[],[594])).
% 289.81/289.58 cnf(10799,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x107991,x107991),x107992)),x107993),f18(a3,f35(f35(f17(a3),x107992),x107993),x107994)),x107994)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,6736,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,10702,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,3947,6225,5964,4581,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047])).
% 289.81/289.58 cnf(10800,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x108001,x108001)),x108002),x108003),x108003)),
% 289.81/289.58 inference(rename_variables,[],[2430])).
% 289.81/289.58 cnf(10804,plain,
% 289.81/289.58 (P12(a2,f6(a2),x108041)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10806,plain,
% 289.81/289.58 (P13(a2,f30(f18(a1,f12(a1,f6(a1)),f7(a1))),f52(f36(x108061,x108062),f35(f35(f17(a1),f18(a1,f12(a1,f6(a1)),f7(a1))),f36(x108061,x108062))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,10702,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304])).
% 289.81/289.58 cnf(10807,plain,
% 289.81/289.58 (P12(a1,x108071,f18(a1,f12(a1,x108071),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10812,plain,
% 289.81/289.58 (P12(a1,x108121,f18(a1,f32(a2,f30(f12(a1,x108121))),f7(a1)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,10702,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140])).
% 289.81/289.58 cnf(10813,plain,
% 289.81/289.58 (P12(a1,x108131,f18(a1,f32(a2,f30(x108131)),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6736])).
% 289.81/289.58 cnf(10817,plain,
% 289.81/289.58 (P12(a2,f6(a2),x108171)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10820,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x108201,x108202),f7(a2)),x108201)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10822,plain,
% 289.81/289.58 (P13(a3,x108221,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x108222,f18(a3,x108222,x108221))),f7(a3))),f7(a3)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,10804,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,10702,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688])).
% 289.81/289.58 cnf(10827,plain,
% 289.81/289.58 (~P13(a1,f8(f6(a5)),f7(a5))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,10804,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,3671,5536,2264,10694,7251,2430,10702,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931])).
% 289.81/289.58 cnf(10833,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,10804,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,574,3671,5536,2264,10694,7251,2430,10702,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829])).
% 289.81/289.58 cnf(10835,plain,
% 289.81/289.58 (E(f18(a3,f35(f35(f17(a3),f16(a3,x108351,x108351)),x108352),x108353),x108353)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,397,544,543,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,10804,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960])).
% 289.81/289.58 cnf(10836,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x108361,x108361)),x108362),x108363),x108363)),
% 289.81/289.58 inference(rename_variables,[],[2430])).
% 289.81/289.58 cnf(10838,plain,
% 289.81/289.58 (~P12(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),x108381),f18(a2,f18(a2,f7(a2),f7(a2)),x108381))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,397,544,543,398,421,3993,341,360,399,604,10753,2446,713,558,10598,711,422,598,647,566,10726,10757,10790,10794,10804,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686])).
% 289.81/289.58 cnf(10848,plain,
% 289.81/289.58 (P13(a2,f18(a2,f7(a2),f7(a2)),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,2460,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,711,422,598,647,342,566,10726,10757,10790,10794,10804,3285,563,541,594,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,411,424,2648,375,454,3636,3634,427,3647,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976])).
% 289.81/289.58 cnf(10859,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f7(a3),f7(a3)),f18(a3,f6(a3),f6(a3)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,2460,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,711,422,598,647,342,566,10726,10757,10790,10794,10804,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109])).
% 289.81/289.58 cnf(10861,plain,
% 289.81/289.58 (P12(a3,x108611,f18(a3,f35(f35(f17(a3),f16(a3,x108612,x108612)),x108613),x108611))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,2460,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,641,2684,4846,599,568,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036])).
% 289.81/289.58 cnf(10862,plain,
% 289.81/289.58 (P12(a3,x108621,x108621)),
% 289.81/289.58 inference(rename_variables,[],[558])).
% 289.81/289.58 cnf(10869,plain,
% 289.81/289.58 (P12(a2,f6(a2),x108691)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10871,plain,
% 289.81/289.58 (E(f18(a1,f35(f35(f17(a1),x108711),x108712),x108713),f18(a1,f35(f35(f17(a1),x108714),x108712),f18(a3,f18(a1,f35(f35(f17(a1),f16(a1,x108711,x108714)),x108712),x108713),f6(a3))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,2333,2460,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989])).
% 289.81/289.58 cnf(10872,plain,
% 289.81/289.58 (E(f18(a3,x108721,f6(a3)),x108721)),
% 289.81/289.58 inference(rename_variables,[],[568])).
% 289.81/289.58 cnf(10875,plain,
% 289.81/289.58 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x108751,x108751)),x108752),x108753),x108753)),
% 289.81/289.58 inference(rename_variables,[],[2430])).
% 289.81/289.58 cnf(10877,plain,
% 289.81/289.58 (~E(f16(a2,f35(f35(f17(a2),f18(a2,f18(a2,x108771,f6(a2)),f7(a2))),f18(a2,f18(a2,x108771,f6(a2)),f7(a2))),f6(a2)),x108771)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,4831,7390,2333,2460,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,10836,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178])).
% 289.81/289.58 cnf(10878,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x108781,f7(a2))),f18(a2,x108781,f7(a2))),x108781)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(10879,plain,
% 289.81/289.58 (P12(a2,f6(a2),x108791)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(10885,plain,
% 289.81/289.58 (~E(f35(f35(f17(a1),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f35(f35(f17(a1),f7(a1)),f18(a1,f32(a2,f30(f6(a1))),f7(a1))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2430,10702,10800,10836,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831])).
% 289.81/289.58 cnf(10887,plain,
% 289.81/289.58 (P13(a3,x108871,f18(a3,x108872,f18(a3,f12(a3,f16(a3,x108871,x108872)),f7(a3))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,2430,10702,10800,10836,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853])).
% 289.81/289.58 cnf(10888,plain,
% 289.81/289.58 (P13(a3,x108881,f18(a3,x108881,f7(a3)))),
% 289.81/289.58 inference(rename_variables,[],[2092])).
% 289.81/289.58 cnf(10891,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x108911,x108912),f7(a2)),x108911)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(10895,plain,
% 289.81/289.58 (P12(f117(x108951,f117(x108952,a1)),x108953,x108953)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,2427,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051])).
% 289.81/289.58 cnf(10898,plain,
% 289.81/289.58 (P13(a3,f16(a3,x108981,f18(a3,f12(a3,f16(a3,x108982,x108981)),f7(a3))),x108982)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,2427,4926,6225,5964,4581,9532,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854])).
% 289.81/289.58 cnf(10899,plain,
% 289.81/289.58 (P13(a3,x108991,f18(a3,x108991,f7(a3)))),
% 289.81/289.58 inference(rename_variables,[],[2092])).
% 289.81/289.58 cnf(10905,plain,
% 289.81/289.58 (P13(a2,f6(a2),f18(a2,x109051,f7(a2)))),
% 289.81/289.58 inference(rename_variables,[],[604])).
% 289.81/289.58 cnf(10910,plain,
% 289.81/289.58 (P13(a1,x109101,f32(a2,f52(f18(a1,f7(a1),f12(a1,x109102)),f35(f35(f17(a1),x109101),f18(a1,f7(a1),f12(a1,x109102))))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,7938,6630,9529,3947,2427,4926,6225,5964,4581,9532,9095,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718])).
% 289.81/289.58 cnf(10912,plain,
% 289.81/289.58 (P13(a2,x109121,f18(a2,f35(f35(f17(a2),f16(a2,x109122,x109122)),x109123),f18(a2,f18(a2,f18(a2,x109121,f35(f35(f17(a2),x109122),x109123)),f7(a2)),x109124)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,7975,9554,2688,8547,8368,5638,8140,7938,6630,9529,3947,2427,4926,6225,5964,4581,9532,9095,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355])).
% 289.81/289.58 cnf(10918,plain,
% 289.81/289.58 (P13(a2,x109181,f18(a2,x109182,f18(a2,f18(a2,x109183,x109181),f7(a2))))),
% 289.81/289.58 inference(rename_variables,[],[7285])).
% 289.81/289.58 cnf(10920,plain,
% 289.81/289.58 (P13(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),x109201),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),x109201))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,8547,8368,5638,8140,7938,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9095,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483])).
% 289.81/289.58 cnf(10922,plain,
% 289.81/289.58 (E(f18(a2,f35(f35(f17(a2),f16(a2,x109221,x109221)),x109222),x109223),x109223)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,8547,8368,5638,8140,7938,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9095,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959])).
% 289.81/289.58 cnf(10924,plain,
% 289.81/289.58 (~P13(a2,f18(a2,x109241,x109242),x109242)),
% 289.81/289.58 inference(rename_variables,[],[711])).
% 289.81/289.58 cnf(10934,plain,
% 289.81/289.58 (P12(a1,f33(a5,a120),f18(a1,f12(a1,a113),f7(a1)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,574,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,5335,3678,2070,3315,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,8835,9207,7750,9051,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171])).
% 289.81/289.58 cnf(10935,plain,
% 289.81/289.58 (P12(a1,x109351,f18(a1,f12(a1,x109351),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10946,plain,
% 289.81/289.58 (P13(a1,f6(a1),f35(f35(f17(a1),f33(a5,a120)),f33(a5,a120)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396])).
% 289.81/289.58 cnf(10954,plain,
% 289.81/289.58 (~P13(f112(a1),f7(a1),f32(a2,f7(a2)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112])).
% 289.81/289.58 cnf(10960,plain,
% 289.81/289.58 (E(f18(a3,x109601,x109602),f18(a3,x109602,x109601))),
% 289.81/289.58 inference(rename_variables,[],[590])).
% 289.81/289.58 cnf(10962,plain,
% 289.81/289.58 (P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x109621,x109621)),x109622),x109623),x109623)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,578,351,359,618,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,10862,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,599,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,7999,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038])).
% 289.81/289.58 cnf(10971,plain,
% 289.81/289.58 (P12(a3,f18(a3,f7(a3),x109711),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x109712,x109712)),x109713),f7(a3)),x109711))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,578,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,10862,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,7999,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478])).
% 289.81/289.58 cnf(10973,plain,
% 289.81/289.58 (~P12(a2,f18(a2,x109731,f18(a2,f18(a2,x109732,f18(a2,f6(a2),f7(a2))),x109733)),x109733)),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,578,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,2446,713,558,10598,10786,10862,711,10729,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,7999,6630,9529,3947,2427,7285,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476])).
% 289.81/289.58 cnf(10977,plain,
% 289.81/289.58 (P12(a1,x109771,f18(a1,f12(a1,x109771),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6144])).
% 289.81/289.58 cnf(10978,plain,
% 289.81/289.58 (P12(a2,x109781,f16(a2,f18(a2,x109781,x109782),x109782))),
% 289.81/289.58 inference(rename_variables,[],[6163])).
% 289.81/289.58 cnf(10981,plain,
% 289.81/289.58 (~P13(a2,f18(a2,x109811,x109812),x109812)),
% 289.81/289.58 inference(rename_variables,[],[711])).
% 289.81/289.58 cnf(10992,plain,
% 289.81/289.58 (~E(f35(f35(f17(a1),f18(a2,f18(a2,f6(a1),x109921),f7(a2))),f18(a2,f18(a2,f6(a1),x109921),f7(a2))),f35(f35(f17(a1),f6(a1)),f18(a2,f18(a2,f6(a1),x109921),f7(a2))))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,578,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,365,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056])).
% 289.81/289.58 cnf(10993,plain,
% 289.81/289.58 (~E(f18(a2,f18(a2,x109931,x109932),f7(a2)),x109931)),
% 289.81/289.58 inference(rename_variables,[],[2262])).
% 289.81/289.58 cnf(11000,plain,
% 289.81/289.58 (P13(a2,f84(f18(a2,f18(a2,f18(a2,f6(a2),x110001),f7(a2)),x110002),f18(a2,f18(a2,f6(a2),x110001),f7(a2))),f18(a2,f18(a2,f18(a2,f6(a2),x110001),f7(a2)),x110002))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,578,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,10747,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,365,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446])).
% 289.81/289.58 cnf(11001,plain,
% 289.81/289.58 (P13(a2,x110011,f18(a2,f18(a2,x110011,x110012),f7(a2)))),
% 289.81/289.58 inference(rename_variables,[],[647])).
% 289.81/289.58 cnf(11005,plain,
% 289.81/289.58 (P13(a2,x110051,f18(a2,f18(a2,x110051,x110052),f7(a2)))),
% 289.81/289.58 inference(rename_variables,[],[647])).
% 289.81/289.58 cnf(11008,plain,
% 289.81/289.58 (E(x110081,f18(a2,f6(a2),x110081))),
% 289.81/289.58 inference(rename_variables,[],[2264])).
% 289.81/289.58 cnf(11010,plain,
% 289.81/289.58 (P12(a3,f6(a3),f35(f35(f17(a3),x110101),x110101))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,578,362,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,10747,11001,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,365,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420])).
% 289.81/289.58 cnf(11017,plain,
% 289.81/289.58 (P13(a3,f16(a3,x110171,f7(a3)),x110171)),
% 289.81/289.58 inference(rename_variables,[],[2098])).
% 289.81/289.58 cnf(11019,plain,
% 289.81/289.58 (~P12(a1,f18(a1,f12(a1,a113),f7(a1)),f33(a5,a120))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,10747,11001,342,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,2098,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,365,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195])).
% 289.81/289.58 cnf(11021,plain,
% 289.81/289.58 (~E(f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3))),f35(f35(f17(a3),f6(a3)),f7(a3)))),
% 289.81/289.58 inference(scs_inference,[],[709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,2430,10702,10800,10836,10875,641,2684,590,4846,2098,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,365,364,435,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987])).
% 289.81/289.58 cnf(11026,plain,
% 289.81/289.58 (P12(a1,x110261,f18(a1,f32(a2,f30(x110261)),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6736])).
% 289.81/289.58 cnf(11029,plain,
% 289.81/289.58 (P12(a1,x110291,f18(a1,f32(a2,f30(x110291)),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6736])).
% 289.81/289.58 cnf(11036,plain,
% 289.81/289.58 (P13(a3,x110361,f18(a3,x110361,f7(a3)))),
% 289.81/289.58 inference(rename_variables,[],[2092])).
% 289.81/289.58 cnf(11038,plain,
% 289.81/289.58 (~E(f35(f35(f17(a3),f35(f35(f17(a2),f18(a2,f6(a3),f7(a2))),f18(a2,f6(a3),f7(a2)))),f35(f35(f17(a2),f18(a2,f6(a3),f7(a2))),f18(a2,f6(a3),f7(a2)))),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,351,359,618,361,352,613,348,397,544,551,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,3285,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,2430,10702,10800,10836,10875,641,2684,590,4846,2098,599,10772,568,10719,576,2234,2066,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,366,365,364,423,435,466,516,414,436,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953])).
% 289.81/289.58 cnf(11039,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x110391,f7(a2))),f18(a2,x110391,f7(a2))),x110391)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(11042,plain,
% 289.81/289.58 (P13(a3,f16(a3,x110421,f7(a3)),x110421)),
% 289.81/289.58 inference(rename_variables,[],[2098])).
% 289.81/289.58 cnf(11053,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x110531,f7(a2))),f18(a2,x110531,f7(a2))),x110531)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(11056,plain,
% 289.81/289.58 (~P12(a2,f18(a2,x110561,f18(a2,x110562,f7(a2))),x110561)),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,351,359,618,361,352,442,613,348,397,544,551,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,3285,712,563,541,2680,594,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,2430,10702,10800,10836,10875,641,2684,590,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,6867,8311,7975,9554,2688,2087,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,366,365,468,364,423,435,466,516,414,436,400,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636])).
% 289.81/289.58 cnf(11068,plain,
% 289.81/289.58 (P12(a3,f35(f35(f17(a3),f14(a3,f13(a3,x110681,x110682),x110682)),f14(a3,f13(a3,x110681,x110682),x110682)),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,351,359,618,361,352,442,613,348,397,544,551,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,353,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,3285,712,563,541,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,366,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152])).
% 289.81/289.58 cnf(11070,plain,
% 289.81/289.58 (P13(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f6(a3))),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,353,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,3285,712,563,541,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,366,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501])).
% 289.81/289.58 cnf(11074,plain,
% 289.81/289.58 (P12(a2,f6(a2),x110741)),
% 289.81/289.58 inference(rename_variables,[],[566])).
% 289.81/289.58 cnf(11078,plain,
% 289.81/289.58 (P12(f112(a1),f16(a2,f6(f112(a1)),f6(a2)),f6(f112(a1)))),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,353,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,10879,3285,712,563,541,2630,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,367,366,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530])).
% 289.81/289.58 cnf(11083,plain,
% 289.81/289.58 (~P12(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x110831,f6(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f7(a2))),f18(a2,f18(a2,x110831,f6(a2)),f7(a2))))),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,353,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,10879,3285,712,563,541,2630,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,6752,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,367,366,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196])).
% 289.81/289.58 cnf(11091,plain,
% 289.81/289.58 (P13(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.58 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,6712,9619,10707,10754,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,579,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,583,3993,341,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,353,422,598,647,10747,11001,342,350,566,10726,10757,10790,10794,10804,10817,10869,10879,3285,712,563,541,2630,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,3653,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,6752,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,367,366,368,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,375,410,454,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491])).
% 289.81/289.58 cnf(11101,plain,
% 289.81/289.58 (~P13(a2,f18(a2,x111011,x111012),x111012)),
% 289.81/289.58 inference(rename_variables,[],[711])).
% 289.81/289.58 cnf(11102,plain,
% 289.81/289.58 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x111021,f6(a2)),f7(a2))),f35(f35(f17(a2),x111022),f7(a2))),f18(a2,f18(a2,x111021,f6(a2)),f7(a2))),x111022)),
% 289.81/289.58 inference(rename_variables,[],[6712])).
% 289.81/289.58 cnf(11105,plain,
% 289.81/289.58 (P12(a1,x111051,f18(a1,f32(a2,f30(x111051)),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[6736])).
% 289.81/289.58 cnf(11108,plain,
% 289.81/289.58 (P12(a1,x111081,f18(a1,f12(a1,f12(a1,x111081)),f7(a1)))),
% 289.81/289.58 inference(rename_variables,[],[7511])).
% 289.81/289.58 cnf(11112,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x111121,f7(a2))),f18(a2,x111121,f7(a2))),x111121)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(11116,plain,
% 289.81/289.58 (~E(f35(f35(f17(a2),f18(a2,x111161,f7(a2))),f18(a2,x111161,f7(a2))),x111161)),
% 289.81/289.58 inference(rename_variables,[],[7741])).
% 289.81/289.58 cnf(11124,plain,
% 289.81/289.58 (P12(a2,x111241,f16(a2,f18(a2,x111241,x111242),x111242))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11129,plain,
% 289.81/289.59 (E(f16(x111291,f20(f6(a1)),x111292),f16(x111291,f6(a2),x111292))),
% 289.81/289.59 inference(rename_variables,[],[3055])).
% 289.81/289.59 cnf(11130,plain,
% 289.81/289.59 (P13(a1,x111301,f18(a1,f32(a2,f30(x111301)),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[617])).
% 289.81/289.59 cnf(11134,plain,
% 289.81/289.59 (~P13(a3,f6(a3),f16(a3,x111341,x111341))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,583,3993,341,617,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,353,422,598,647,10747,11001,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,5979,3285,712,563,541,2630,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,5344,2193,5510,6015,2638,5335,2468,3679,3678,3653,3055,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,6752,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,420,408,419,529,367,366,368,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919])).
% 289.81/289.59 cnf(11140,plain,
% 289.81/289.59 (P12(a1,x111401,f18(a1,f32(a2,f30(x111401)),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6736])).
% 289.81/289.59 cnf(11153,plain,
% 289.81/289.59 (P12(a2,f6(a2),x111531)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11162,plain,
% 289.81/289.59 (~P72(f35(f35(f17(a1),f7(a1)),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,5979,3285,712,563,541,557,2630,2680,594,10797,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8547,8368,5638,8140,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,7429,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972])).
% 289.81/289.59 cnf(11169,plain,
% 289.81/289.59 (P12(a2,x111691,f16(a2,f18(a2,x111691,x111692),x111692))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11170,plain,
% 289.81/289.59 (P12(a2,f6(a2),x111701)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11173,plain,
% 289.81/289.59 (P12(a1,x111731,f18(a1,f32(a2,f30(x111731)),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6736])).
% 289.81/289.59 cnf(11178,plain,
% 289.81/289.59 (~E(x111781,f18(a3,f35(f35(f17(a3),f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3))),f18(a2,f14(a3,x111781,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3))),f7(a2))),f7(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780])).
% 289.81/289.59 cnf(11186,plain,
% 289.81/289.59 (P12(a2,x111861,f16(a2,f18(a2,x111861,x111862),x111862))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11190,plain,
% 289.81/289.59 (P12(a2,x111901,f16(a2,f18(a2,x111901,x111902),x111902))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11192,plain,
% 289.81/289.59 (P12(a2,f6(a2),x111921)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11194,plain,
% 289.81/289.59 (~E(x111941,f18(a2,x111942,f35(f35(f17(a2),f18(a2,x111943,f7(a2))),f18(a2,f14(a2,x111941,f18(a2,x111943,f7(a2))),f7(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29])).
% 289.81/289.59 cnf(11195,plain,
% 289.81/289.59 (~P12(a2,f18(a2,f18(a2,f16(a2,x111951,x111952),f7(a2)),x111952),x111951)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457])).
% 289.81/289.59 cnf(11197,plain,
% 289.81/289.59 (~P12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x111971,x111971)),x111972),f18(a1,f32(a2,f30(x111973)),f7(a1))),f7(a1)),x111973)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039])).
% 289.81/289.59 cnf(11199,plain,
% 289.81/289.59 (P13(a2,f6(a2),f16(a2,f18(a2,x111991,f7(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242])).
% 289.81/289.59 cnf(11203,plain,
% 289.81/289.59 (P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x112031,x112031)),x112032),f16(a3,x112033,f7(a3))),x112033)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363])).
% 289.81/289.59 cnf(11205,plain,
% 289.81/289.59 (P13(a3,x112051,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x112051,f6(a3))),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359])).
% 289.81/289.59 cnf(11211,plain,
% 289.81/289.59 (~P13(a3,f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,590,4567,4846,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3203,5689,5681,6213,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113])).
% 289.81/289.59 cnf(11216,plain,
% 289.81/289.59 (P38(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295])).
% 289.81/289.59 cnf(11217,plain,
% 289.81/289.59 (P50(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298])).
% 289.81/289.59 cnf(11219,plain,
% 289.81/289.59 (P68(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,466,516,414,436,400,411,424,445,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316])).
% 289.81/289.59 cnf(11220,plain,
% 289.81/289.59 (P60(f18(a2,f6(a2),a2))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,2648,491,375,410,454,460,3636,3634,427,3647,469,416,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318])).
% 289.81/289.59 cnf(11226,plain,
% 289.81/289.59 (P3(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x112261,x112261)),x112262),a1),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266])).
% 289.81/289.59 cnf(11227,plain,
% 289.81/289.59 (P35(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x112271,x112271)),x112272),a1),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270])).
% 289.81/289.59 cnf(11229,plain,
% 289.81/289.59 (P4(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x112291,x112291)),x112292),a1),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281])).
% 289.81/289.59 cnf(11231,plain,
% 289.81/289.59 (P36(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261])).
% 289.81/289.59 cnf(11232,plain,
% 289.81/289.59 (P2(f18(a2,a1,f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262])).
% 289.81/289.59 cnf(11233,plain,
% 289.81/289.59 (P37(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277])).
% 289.81/289.59 cnf(11235,plain,
% 289.81/289.59 (E(f18(a3,x112351,x112352),f18(a3,x112352,x112351))),
% 289.81/289.59 inference(rename_variables,[],[590])).
% 289.81/289.59 cnf(11239,plain,
% 289.81/289.59 (P48(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290])).
% 289.81/289.59 cnf(11242,plain,
% 289.81/289.59 (P39(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297])).
% 289.81/289.59 cnf(11243,plain,
% 289.81/289.59 (P34(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299])).
% 289.81/289.59 cnf(11244,plain,
% 289.81/289.59 (P20(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301])).
% 289.81/289.59 cnf(11245,plain,
% 289.81/289.59 (P18(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,9004,9095,9045,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,465,466,516,414,436,400,411,424,445,447,2648,491,375,410,454,460,3636,3634,417,427,3647,469,394,416,428,480,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303])).
% 289.81/289.59 cnf(11261,plain,
% 289.81/289.59 (P1(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x112611,x112611)),x112612),a1),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254])).
% 289.81/289.59 cnf(11263,plain,
% 289.81/289.59 (P26(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269])).
% 289.81/289.59 cnf(11264,plain,
% 289.81/289.59 (P44(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272])).
% 289.81/289.59 cnf(11267,plain,
% 289.81/289.59 (P71(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284])).
% 289.81/289.59 cnf(11268,plain,
% 289.81/289.59 (P32(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292])).
% 289.81/289.59 cnf(11269,plain,
% 289.81/289.59 (P6(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296])).
% 289.81/289.59 cnf(11270,plain,
% 289.81/289.59 (P7(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7798,628,7514,4388,7172,2432,679,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3673,3650,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,3647,469,394,416,428,480,486,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300])).
% 289.81/289.59 cnf(11282,plain,
% 289.81/289.59 (~E(f35(f35(f17(a3),f18(a3,f7(a3),f7(a3))),x112821),f7(a3))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083])).
% 289.81/289.59 cnf(11289,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x112891,f7(a2))),f18(a2,x112891,f7(a2))),x112891)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11292,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x112921,f7(a2))),f18(a2,x112921,f7(a2))),x112921)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11297,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x112971,f7(a2))),f18(a2,f14(a2,f18(a2,f6(a2),f7(a2)),f18(a2,x112971,f7(a2))),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,11042,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162])).
% 289.81/289.59 cnf(11300,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x113001,x113002),x113002),x113001)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(11305,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x113051,f7(a2))),f18(a2,x113051,f7(a2))),x113051)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11307,plain,
% 289.81/289.59 (P13(a1,f6(a1),f12(a1,f35(f35(f17(a2),f18(a2,f6(a1),f7(a2))),f18(a2,f6(a1),f7(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,11042,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940])).
% 289.81/289.59 cnf(11308,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x113081,f7(a2))),f18(a2,x113081,f7(a2))),x113081)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11310,plain,
% 289.81/289.59 (~E(f19(f18(a2,a5,f6(a2)),f35(f35(f17(a2),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2)))),f6(f18(a2,a5,f6(a2))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,11042,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,529,367,366,368,365,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796])).
% 289.81/289.59 cnf(11311,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x113111,f7(a2))),f18(a2,x113111,f7(a2))),x113111)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11314,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x113141,f7(a2))),f18(a2,x113141,f7(a2))),x113141)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11320,plain,
% 289.81/289.59 (~P72(f35(f35(f17(a1),f7(a1)),f96(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))),f35(f17(a1),f7(a1)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,11311,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,4186,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,4567,4846,10775,2098,11017,11042,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,528,529,367,366,368,365,708,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796,797,1421,860,1841])).
% 289.81/289.59 cnf(11324,plain,
% 289.81/289.59 (~P13(a2,x113241,f35(f35(f17(a2),x113242),f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[6173])).
% 289.81/289.59 cnf(11325,plain,
% 289.81/289.59 (~P72(f35(f35(f17(a1),f7(a1)),f16(a2,f14(a2,f18(a2,x113251,f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),x113251)))),
% 289.81/289.59 inference(rename_variables,[],[8710])).
% 289.81/289.59 cnf(11333,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x113331,f7(a2))),f18(a2,x113331,f7(a2))),x113331)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11337,plain,
% 289.81/289.59 (P17(a2,f35(f17(a2),f35(f35(f17(a2),f6(a2)),x113371)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,11311,11314,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,4186,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,11235,4567,4846,10775,2098,11017,11042,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,6173,11324,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,528,529,367,366,368,365,708,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,8710,11325,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796,797,1421,860,1841,1874,1875,280,800,1418,1470])).
% 289.81/289.59 cnf(11342,plain,
% 289.81/289.59 (~P12(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f35(f35(f17(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,7511,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,11311,11314,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,646,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,4186,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,11235,4567,4846,10775,2098,11017,11042,599,10772,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,6173,11324,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,528,529,367,366,368,365,708,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,8710,11325,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796,797,1421,860,1841,1874,1875,280,800,1418,1470,1720,1797])).
% 289.81/289.59 cnf(11363,plain,
% 289.81/289.59 (~P12(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f6(f18(a2,f6(a2),a1))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,6612,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,11173,7511,11108,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,11311,11314,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,11190,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,11192,646,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,4186,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,11235,4567,4846,10775,2098,11017,11042,599,10772,575,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,6173,11324,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,2365,9004,9095,9045,3389,7412,10789,6326,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,8187,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,528,529,367,366,368,365,708,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,449,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,8710,11325,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796,797,1421,860,1841,1874,1875,280,800,1418,1470,1720,1797,1487,1851,1147,1803,1657,1651,984,1796])).
% 289.81/289.59 cnf(11365,plain,
% 289.81/289.59 (~P72(f35(f35(f17(a1),f7(a1)),f14(a2,f16(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f6(a2)),x113651),x113651),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,6612,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,11173,7511,11108,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,11311,11314,11333,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,11190,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,11192,646,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,4186,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,11235,4567,4846,10775,2098,11017,11042,599,10772,11300,575,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,6173,11324,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,6715,2365,9004,9095,9045,3389,7412,10789,6326,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,8187,7429,4281,6050,4966,3099,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,528,529,367,366,368,365,708,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,449,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,8710,11325,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796,797,1421,860,1841,1874,1875,280,800,1418,1470,1720,1797,1487,1851,1147,1803,1657,1651,984,1796,1897])).
% 289.81/289.59 cnf(11392,plain,
% 289.81/289.59 (E(f35(f35(f17(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x113921),f6(f18(a2,f18(a2,a5,f6(a2)),f6(a2))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,6612,2074,539,2062,2064,4146,7619,3929,7684,6747,8550,4831,7390,2333,2460,5200,7649,6144,9926,9939,9944,9964,10238,10354,10367,10399,10404,10407,10416,10508,10593,10612,10642,10807,10935,10977,6736,9633,10813,11026,11029,11105,11140,11173,7511,11108,7741,10195,10249,10435,10639,10653,10687,10762,10779,10878,11039,11053,11112,11116,11289,11292,11305,11308,11311,11314,11333,6712,9619,10707,10754,11102,8095,2289,5506,7716,4933,2262,9959,10252,10267,10270,10477,10665,10820,10891,10993,2260,9565,9597,9693,10603,10732,7820,4991,5442,4057,7698,7633,6730,9268,9407,8578,8996,8349,8143,6163,9497,9506,9515,9639,9647,10452,10978,11124,11169,11186,11190,579,437,438,578,362,584,444,351,359,618,361,352,442,613,348,397,544,551,363,543,398,421,443,583,3993,341,617,11130,360,399,614,349,604,10753,10905,2446,713,715,558,10598,10786,10862,711,10729,10924,10981,11101,353,422,598,647,10747,11001,11005,342,350,556,566,10726,10757,10790,10794,10804,10817,10869,10879,11074,11153,11170,11192,646,5979,3285,712,563,541,557,2630,2680,594,10797,4061,593,572,9522,9557,9562,9626,9656,9891,10372,10658,10679,10681,10683,10689,3216,2285,343,602,5063,570,4598,3827,4186,6672,8590,5619,4293,3123,574,2448,3671,5536,2264,10694,10697,11008,7251,2092,10888,10899,11036,5452,2430,10702,10800,10836,10875,641,2684,589,590,10960,11235,4567,4846,10775,2098,11017,11042,599,10772,11300,575,568,10719,10872,576,2234,2066,3221,2309,2391,2282,7539,4049,2383,5028,7414,6485,8176,7316,7798,628,7514,4388,7172,2432,679,4459,2775,3801,2402,9604,9650,2312,2135,3069,6173,11324,5344,2193,5510,6015,2638,5335,2468,3679,3678,3667,3653,3055,11129,2070,10783,3315,8215,6214,5031,9590,8333,8555,8077,8532,9701,7556,7881,10700,4252,6867,6967,8311,7975,9554,8316,2688,2087,4892,8049,8547,8368,5638,8140,6643,6292,7938,7999,6630,9529,6752,7083,3947,2427,7285,10918,4926,6225,5617,5964,4581,9532,6715,2365,9004,9095,9045,3389,7412,10789,6326,7973,9029,6126,8835,9207,7091,7750,8698,9051,8013,8702,7950,6674,7978,2542,8187,7429,4281,6050,4966,3099,4889,3686,3658,3677,3668,3680,3672,3670,3669,3665,3663,3661,3660,3659,3657,3685,3656,3655,3654,3652,3651,3673,3650,3649,3203,5689,5681,6213,4336,6759,407,420,408,419,528,529,367,366,368,365,708,468,364,714,467,494,423,435,500,401,389,465,466,516,405,414,436,458,400,411,424,445,447,2648,491,375,410,432,449,454,460,496,511,525,3636,3634,370,417,427,488,521,3647,469,394,416,428,474,480,486,533,3644,3643,402,495,2572,2636,3648,3640,3631,3630,3633,3632,441,415,446,451,475,484,502,526,531,534,2564,2570,2604,2634,2640,2644,8710,11325,2,25,7,8,15,26,1074,1367,954,1010,1004,1349,1259,1679,900,1468,1129,810,1360,1260,1454,1157,1025,1673,1080,915,1256,1350,1455,807,1362,1058,1207,894,1015,996,1265,1555,899,1369,1156,1221,1558,1124,817,1079,1556,955,1460,904,1009,815,1165,1263,1375,1376,1462,956,1557,1030,1104,1031,1067,1357,1103,1223,1348,914,1225,1448,1226,1681,911,1447,1361,1075,1453,1029,1038,1254,1069,1459,1081,1166,999,1219,1578,1461,913,1672,1130,1577,1234,2019,889,6,12,14,17,19,21,23,24,27,33,35,36,38,39,40,41,44,49,50,51,56,58,59,61,63,67,70,75,76,78,79,80,84,86,87,90,91,94,95,101,103,108,110,112,114,117,119,120,121,123,125,126,131,132,134,137,138,139,140,141,142,143,144,146,147,148,149,150,152,153,156,159,160,164,165,166,167,172,174,176,179,182,183,188,190,191,194,196,197,198,199,201,202,203,204,205,206,207,208,211,213,214,216,218,220,224,225,228,231,233,237,238,245,246,247,251,252,37,1072,716,719,720,721,739,743,783,785,791,793,805,821,827,836,838,843,858,879,880,893,902,903,908,912,923,934,939,948,965,967,1000,1012,1018,1027,1052,1063,1070,1174,1175,1193,1194,1246,1248,1273,1275,1279,1280,1298,1313,1337,1345,1409,1413,1424,1504,1515,1518,1520,1538,1548,1551,1552,1559,1572,1575,1638,1664,1665,1682,1692,1700,1701,1708,1709,1710,1723,1725,1753,1754,1757,1758,1777,1838,1858,1893,1910,1914,1915,1982,1998,2005,2006,2027,2048,2049,4,5,9,10,11,13,18,20,22,28,30,31,32,34,42,43,45,46,47,48,52,53,54,55,57,60,62,66,68,69,71,73,74,77,81,82,83,85,88,89,92,93,96,97,98,99,100,102,104,105,106,107,109,111,113,115,116,118,122,124,127,128,129,130,133,135,136,145,151,154,155,157,158,161,162,163,168,169,170,171,173,175,177,178,180,181,184,185,186,187,189,192,193,195,200,209,210,212,215,217,219,221,222,223,226,227,229,230,232,234,235,236,239,240,241,242,243,244,248,249,250,253,722,723,724,725,727,728,733,740,744,746,748,749,758,759,761,762,763,767,768,770,772,773,792,813,837,920,1205,1393,1456,1592,1597,1599,1731,1752,1837,731,865,2053,777,824,854,873,909,1061,1096,2054,804,798,801,885,1231,1864,802,995,1329,1330,64,65,1516,1517,1808,1809,72,1017,1334,936,1590,1249,718,745,779,780,781,782,784,814,822,832,833,844,845,853,859,863,864,872,881,891,892,906,907,917,922,961,962,966,969,1001,1002,1013,1032,1059,1077,1078,1085,1089,1094,1098,1141,1149,1176,1177,1186,1203,1230,1247,1251,1266,1274,1281,1284,1296,1297,1328,1351,1352,1377,1394,1412,1425,1445,1519,1549,1581,1596,1600,1605,1606,1621,1678,1691,1711,1722,1724,1730,1732,1737,1750,1755,1756,1775,1776,1778,1784,1785,1786,1806,1810,1855,1886,1892,1898,1899,1901,1907,1916,1917,1941,1955,1967,1970,1971,1977,1981,2007,2015,2023,2024,2029,2031,2059,717,726,729,730,732,734,735,736,737,738,741,742,747,750,751,752,753,754,755,756,757,760,764,765,766,769,771,774,776,812,826,901,921,1066,1097,1241,1282,1295,1332,1411,1458,1571,1574,1772,1774,1818,866,1123,1269,910,1148,1233,870,916,790,997,1060,1589,1675,1585,1243,778,1358,823,1342,1744,1041,1674,1987,1244,1382,1582,265,258,309,331,257,3,255,274,263,275,308,264,260,323,259,256,2039,1172,1477,1287,2046,1990,1694,1695,2041,1343,1120,1401,1690,1133,1088,1416,1610,1451,1023,1036,1214,1684,1480,1114,1378,1976,886,1179,2044,1991,1992,2034,2047,2035,1304,1434,1140,2033,1053,1688,1611,931,1099,829,960,1686,930,1105,941,1117,976,861,1481,1087,1482,1109,2036,1173,1975,1989,2045,1178,946,1417,831,1853,1344,2037,2051,1854,1607,1373,1887,1718,1355,1356,1483,959,1086,2040,1542,1171,1292,1514,1374,1396,875,1118,1479,1112,1020,1974,2038,789,1309,1301,1478,1476,1286,1761,862,950,1064,1877,1056,1307,1442,1446,1676,1338,1420,1616,1618,1188,1195,987,1201,1464,1463,1136,1305,1924,953,1202,1587,1634,1197,1432,1636,1044,1637,1639,1199,1152,1501,1509,1465,1530,1050,1196,1635,1510,1655,1491,1200,1645,1641,1198,1467,1799,1658,951,1537,1466,1497,1646,1388,1512,1919,1656,1386,1494,1647,1733,1495,1852,1128,1137,1792,1972,1167,1721,1340,1341,1896,1780,1846,1848,1666,29,1457,1039,1242,888,1363,1359,1277,1024,1113,271,276,293,295,298,312,316,318,319,330,334,335,339,266,270,273,281,288,261,262,277,279,285,287,289,290,291,294,297,299,301,303,310,313,314,317,320,324,325,326,327,328,329,333,338,943,254,302,269,272,278,284,292,296,300,304,311,315,321,322,332,336,337,1185,1083,1154,986,795,1544,1162,799,1155,1037,940,796,797,1421,860,1841,1874,1875,280,800,1418,1470,1720,1797,1487,1851,1147,1803,1657,1651,984,1796,1897,3662,842,848,871,835,841,857,834,846,1132,4332,847,878])).
% 289.81/289.59 cnf(11404,plain,
% 289.81/289.59 (~E(x114041,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),x114041),f18(a2,f6(a2),f7(a2))),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[5017,8])).
% 289.81/289.59 cnf(11407,plain,
% 289.81/289.59 (P12(a1,x114071,f18(a2,x114071,f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[543,2383,5017,8,29,807])).
% 289.81/289.59 cnf(11409,plain,
% 289.81/289.59 (~P12(a1,f32(a2,f18(a2,f35(f35(f17(a2),f30(x114091)),f30(x114091)),f7(a2))),x114091)),
% 289.81/289.59 inference(scs_inference,[],[6730,543,2383,5017,8,29,807,1103])).
% 289.81/289.59 cnf(11410,plain,
% 289.81/289.59 (~P12(a2,f18(a2,f35(f35(f17(a2),x114101),x114101),f7(a2)),x114101)),
% 289.81/289.59 inference(rename_variables,[],[6730])).
% 289.81/289.59 cnf(11414,plain,
% 289.81/289.59 (~P13(a2,f18(a2,f35(f35(f17(a2),x114141),x114141),f7(a2)),x114141)),
% 289.81/289.59 inference(scs_inference,[],[6730,11410,10759,543,2383,5017,8,29,807,1103,1350,1009])).
% 289.81/289.59 cnf(11424,plain,
% 289.81/289.59 (P13(a2,x114241,f18(a2,f18(a2,f6(a2),f7(a2)),x114241))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,7684,6730,11410,10759,543,2383,5017,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357])).
% 289.81/289.59 cnf(11427,plain,
% 289.81/289.59 (P12(a1,f35(f35(f17(a1),f18(a1,f7(a1),f12(a1,a113))),f33(a5,a120)),f35(f35(f17(a1),f18(a1,f7(a1),f12(a1,a113))),a113))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,7684,6730,11410,4148,10759,543,2383,5017,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954])).
% 289.81/289.59 cnf(11431,plain,
% 289.81/289.59 (P12(a3,f18(a3,x114311,f35(f35(f17(a3),f7(a3)),f6(a3))),f18(a3,x114311,f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,7684,6730,11410,4148,10759,10765,544,543,2383,5017,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956])).
% 289.81/289.59 cnf(11433,plain,
% 289.81/289.59 (P12(a2,f20(f33(a5,a120)),f20(a113))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7684,6730,11410,4148,10759,10765,544,543,2383,5017,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038])).
% 289.81/289.59 cnf(11437,plain,
% 289.81/289.59 (E(f18(a2,f16(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x114371)),f35(f35(f17(a2),f6(a2)),x114371)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,6730,11410,4148,10759,10765,544,543,2383,563,5017,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234])).
% 289.81/289.59 cnf(11442,plain,
% 289.81/289.59 (~E(x114421,f18(a2,f35(f35(f17(a2),x114421),x114421),f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[7649])).
% 289.81/289.59 cnf(11445,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f6(a2)),x114451),f18(a2,x114452,f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,7649,6730,11410,4148,10759,10765,544,543,2383,563,2775,5017,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031])).
% 289.81/289.59 cnf(11454,plain,
% 289.81/289.59 (E(f18(x114541,x114542,f20(f6(a1))),f18(x114541,x114542,f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,7649,7716,6730,11410,4148,10759,10765,544,543,2383,563,2775,5017,7608,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26])).
% 289.81/289.59 cnf(11461,plain,
% 289.81/289.59 (~P12(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,7649,7716,6730,11410,4148,10759,10765,10848,544,543,2383,563,2775,4854,5017,7608,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557])).
% 289.81/289.59 cnf(11465,plain,
% 289.81/289.59 (~P13(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,7649,7716,6730,11410,4148,10759,10765,10848,544,543,2383,563,2775,4854,2312,5017,7608,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447])).
% 289.81/289.59 cnf(11469,plain,
% 289.81/289.59 (~P13(a1,f32(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))),f32(a2,f18(a2,f7(a2),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,7649,7716,6730,11410,4148,10759,10765,10848,544,543,2383,563,2775,4854,2312,5017,7608,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157])).
% 289.81/289.59 cnf(11480,plain,
% 289.81/289.59 (P13(a3,x114801,f18(a3,x114801,f7(a3)))),
% 289.81/289.59 inference(rename_variables,[],[2092])).
% 289.81/289.59 cnf(11482,plain,
% 289.81/289.59 (E(f35(f35(f17(a2),x114821),x114822),f35(f35(f17(a2),f16(a2,f18(a2,x114821,x114821),x114821)),x114822))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,4933,7684,7649,7716,6730,11410,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,2092,2312,5017,7608,7215,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080])).
% 289.81/289.59 cnf(11492,plain,
% 289.81/289.59 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x114921,x114921)),x114922),f18(a3,x114923,f7(a3))),x114923)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,7649,7716,6730,11410,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,2092,2430,2312,5017,7608,7215,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260])).
% 289.81/289.59 cnf(11493,plain,
% 289.81/289.59 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x114931,x114931)),x114932),x114933),x114933)),
% 289.81/289.59 inference(rename_variables,[],[2430])).
% 289.81/289.59 cnf(11495,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,x114951,f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,x114951,f6(a2)),f6(a2)),f7(a2))),x114951)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,7649,7716,6730,11410,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,2092,2430,2312,5017,7608,7215,10877,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15])).
% 289.81/289.59 cnf(11499,plain,
% 289.81/289.59 (~P12(a1,f18(a1,f18(a1,f32(a2,f30(f7(a1))),f7(a1)),f7(a1)),f32(a2,f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,7649,7716,6730,11410,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,6015,2092,2430,2312,5017,7608,7215,8911,10877,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104])).
% 289.81/289.59 cnf(11501,plain,
% 289.81/289.59 (P13(a2,f7(a2),f16(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,7649,7716,6730,11410,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,6015,2092,2430,2312,5017,7608,7215,8911,10877,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556])).
% 289.81/289.59 cnf(11510,plain,
% 289.81/289.59 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x115101,x115101)),x115102),f18(a3,x115103,f7(a3))),x115103)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,6015,2092,2430,11493,2312,5017,7608,7215,8007,8911,10877,9362,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075])).
% 289.81/289.59 cnf(11511,plain,
% 289.81/289.59 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x115111,x115111)),x115112),x115113),x115113)),
% 289.81/289.59 inference(rename_variables,[],[2430])).
% 289.81/289.59 cnf(11513,plain,
% 289.81/289.59 (E(f13(a2,f18(a3,f6(a3),f35(f35(f17(a2),x115131),x115132)),x115131),f6(a2))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,6015,2092,2430,11493,2312,5017,7608,7215,8007,8911,10877,9362,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999])).
% 289.81/289.59 cnf(11514,plain,
% 289.81/289.59 (E(f18(a3,f6(a3),x115141),x115141)),
% 289.81/289.59 inference(rename_variables,[],[572])).
% 289.81/289.59 cnf(11521,plain,
% 289.81/289.59 (E(f18(a2,f35(f35(f17(a2),f6(a2)),x115211),f18(a2,f35(f35(f17(a2),f16(a2,x115212,f18(a2,x115212,f6(a2)))),x115211),x115213)),x115213)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,6015,2092,2430,11493,2312,7163,5017,7608,7215,8007,7142,8911,10877,9362,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079])).
% 289.81/289.59 cnf(11524,plain,
% 289.81/289.59 (~P13(a3,f16(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f7(a3)),f6(a3)),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,3216,6015,2092,2430,11493,2312,7163,5017,7608,7215,8007,7142,8911,10877,9362,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359])).
% 289.81/289.59 cnf(11530,plain,
% 289.81/289.59 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x115301,x115302)),x115303),f18(a3,f35(f35(f17(a3),f16(a3,x115302,x115301)),x115303),x115304)),x115304)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,3216,6015,2092,2430,11493,2312,7163,5017,5486,7608,7215,8007,7142,8911,10877,9362,9389,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265])).
% 289.81/289.59 cnf(11540,plain,
% 289.81/289.59 (~P12(a1,f32(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))),f32(a2,f18(a2,f7(a2),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,3216,6015,7414,2092,2430,11493,2312,7163,5017,5486,7608,7215,8007,7142,9081,8911,10877,9362,9389,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156])).
% 289.81/289.59 cnf(11542,plain,
% 289.81/289.59 (P13(a3,f12(a3,f18(a3,f6(a3),f6(a3))),f7(a3))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,7163,5017,5486,7608,7215,8007,7142,9081,8911,10877,9362,9389,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889])).
% 289.81/289.59 cnf(11543,plain,
% 289.81/289.59 (E(f18(a3,f6(a3),x115431),x115431)),
% 289.81/289.59 inference(rename_variables,[],[572])).
% 289.81/289.59 cnf(11545,plain,
% 289.81/289.59 (~P13(a3,f20(f6(a1)),f6(a2))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,7163,5017,5486,7608,7215,8007,7142,9081,8911,10877,9362,9389,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900])).
% 289.81/289.59 cnf(11549,plain,
% 289.81/289.59 (~P12(a2,f18(a2,f30(f18(a1,f32(a2,f30(f32(a2,x115491))),f7(a1))),f7(a2)),x115491)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,2460,7649,7716,6730,11410,9407,4148,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,9081,8911,10877,9362,9389,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468])).
% 289.81/289.59 cnf(11554,plain,
% 289.81/289.59 (~E(f33(a5,a120),f6(a1))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,4148,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,9081,8911,10877,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207])).
% 289.81/289.59 cnf(11559,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f6(a2))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,4148,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911])).
% 289.81/289.59 cnf(11561,plain,
% 289.81/289.59 (P13(a2,x115611,f30(f18(a1,f12(a1,f18(a1,f32(a2,x115611),f7(a1))),f7(a1))))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,8996,4148,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578])).
% 289.81/289.59 cnf(11564,plain,
% 289.81/289.59 (~P12(a2,f20(f12(a1,f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))))),f7(a2))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067])).
% 289.81/289.59 cnf(11568,plain,
% 289.81/289.59 (P12(a2,f35(f35(f17(a2),f6(a2)),x115681),f18(a2,x115682,f18(a2,f6(a2),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219])).
% 289.81/289.59 cnf(11570,plain,
% 289.81/289.59 (~P12(a2,f35(f35(f17(a2),f18(a2,f18(a2,x115701,f7(a2)),x115702)),f18(a2,f18(a2,x115701,f7(a2)),x115702)),x115701)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9578,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455])).
% 289.81/289.59 cnf(11573,plain,
% 289.81/289.59 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x115731,x115731)),x115732),f18(a3,x115733,f7(a3))),x115733)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9578,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259])).
% 289.81/289.59 cnf(11574,plain,
% 289.81/289.59 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x115741,x115741)),x115742),x115743),x115743)),
% 289.81/289.59 inference(rename_variables,[],[2430])).
% 289.81/289.59 cnf(11580,plain,
% 289.81/289.59 (~P13(a1,x115801,f18(a2,x115801,f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,9081,8911,10877,9578,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894])).
% 289.81/289.59 cnf(11586,plain,
% 289.81/289.59 (~E(f13(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,5038,7163,5017,5486,7608,7215,8007,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,7477,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070])).
% 289.81/289.59 cnf(11603,plain,
% 289.81/289.59 (~E(f16(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f7(a2),f7(a2))),f6(a2))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,5038,7163,5017,5486,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,7477,8905,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025])).
% 289.81/289.59 cnf(11605,plain,
% 289.81/289.59 (P12(a1,x116051,f35(f35(f17(a1),f32(a2,f52(f36(x116052,x116053),x116051))),f36(x116052,x116053)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,3221,5038,7163,5017,5486,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,7477,8905,9496,9152,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004])).
% 289.81/289.59 cnf(11623,plain,
% 289.81/289.59 (P13(a1,f6(a1),f32(a2,f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2285,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,3221,5038,7163,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076])).
% 289.81/289.59 cnf(11625,plain,
% 289.81/289.59 (E(f18(a2,f35(f35(f17(a2),f6(a2)),x116251),f16(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x116251))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2285,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,3221,5038,7163,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232])).
% 289.81/289.59 cnf(11627,plain,
% 289.81/289.59 (E(f18(a2,f35(f35(f17(a2),f6(a2)),x116271),f103(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x116271))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,563,2285,2775,4854,572,11514,3216,6015,7414,2092,2430,11493,11511,2312,3221,5038,7163,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073])).
% 289.81/289.59 cnf(11630,plain,
% 289.81/289.59 (E(x116301,f18(a2,x116301,f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[2383])).
% 289.81/289.59 cnf(11632,plain,
% 289.81/289.59 (E(x116321,f18(a2,x116321,f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[2383])).
% 289.81/289.59 cnf(11637,plain,
% 289.81/289.59 (~P43(f18(a3,f6(a3),a2))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,11630,11632,563,2285,2775,4854,572,11514,11543,3216,570,6015,7414,2092,2430,11493,11511,2312,3221,2309,2391,5028,4388,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265])).
% 289.81/289.59 cnf(11639,plain,
% 289.81/289.59 (E(x116391,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x116392,x116392)),x116393),x116391),f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[6485])).
% 289.81/289.59 cnf(11645,plain,
% 289.81/289.59 (E(f18(f18(a2,a5,f6(a2)),x116451,f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x116452),x116452)),x116451)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,11630,11632,398,6485,563,2285,2775,4854,572,11514,11543,3216,570,6015,7414,2092,2430,11493,11511,599,2312,3221,2309,2391,5028,4388,6643,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861])).
% 289.81/289.59 cnf(11647,plain,
% 289.81/289.59 (~E(f18(f18(a2,a5,f6(a2)),x116471,f35(f35(f17(a2),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2)))),x116471)),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7741,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,11630,11632,398,6485,563,2285,2775,4854,572,11514,11543,3216,570,6015,7414,2092,2430,11493,11511,599,2312,3221,2309,2391,5028,4388,6643,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941])).
% 289.81/289.59 cnf(11648,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x116481,f7(a2))),f18(a2,x116481,f7(a2))),x116481)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11653,plain,
% 289.81/289.59 (P13(a3,x116531,f18(a3,x116531,f7(a3)))),
% 289.81/289.59 inference(rename_variables,[],[2092])).
% 289.81/289.59 cnf(11655,plain,
% 289.81/289.59 (~P13(a3,f12(a3,f16(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f7(a3))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7741,7716,6730,11410,9407,8996,4148,8250,10759,10885,6426,10765,10848,544,543,2383,11630,11632,398,6485,563,2285,2775,4854,572,11514,11543,602,3216,570,6015,7414,7251,2092,11480,2430,11493,11511,599,2312,3221,2309,2391,5028,4388,6643,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853])).
% 289.81/289.59 cnf(11657,plain,
% 289.81/289.59 (~P13(a3,f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3))),f18(a3,f35(f35(f17(a3),f6(a3)),f7(a3)),f7(a3)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7741,7716,6730,11410,9407,8996,4148,8250,10759,11021,10885,6426,10765,10848,544,543,2383,11630,11632,398,6485,563,2285,2775,4854,572,11514,11543,602,3216,570,6015,7414,7251,2092,11480,2430,11493,11511,599,2312,3221,2309,2391,5028,4388,6643,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374])).
% 289.81/289.59 cnf(11659,plain,
% 289.81/289.59 (E(f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),x116591),f6(a2)),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[8229,539,2064,7390,4933,7684,6712,7698,4144,2460,7649,4991,7741,7716,6730,11410,9407,8996,4148,8250,10759,11021,10885,6426,10765,10848,544,543,2383,11630,11632,398,6485,563,2285,2775,4854,572,11514,11543,602,3216,570,6015,7414,7251,2092,11480,2430,11493,11511,599,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514])).
% 289.81/289.59 cnf(11665,plain,
% 289.81/289.59 (~E(x116651,f18(a2,f35(f35(f17(a2),x116651),x116651),f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[7649])).
% 289.81/289.59 cnf(11678,plain,
% 289.81/289.59 (E(f18(a3,x116781,f6(a3)),x116781)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11680,plain,
% 289.81/289.59 (E(x116801,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x116802,x116802)),x116803),x116801),f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[6485])).
% 289.81/289.59 cnf(11681,plain,
% 289.81/289.59 (P12(a2,x116811,f16(a2,f18(a2,x116811,x116812),x116812))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11683,plain,
% 289.81/289.59 (~P12(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),x116831),f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),x116831))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,539,2064,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,4991,7741,5506,8349,7716,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,543,2383,11630,11632,397,551,398,6485,11639,563,399,353,2285,2775,4854,572,11514,11543,602,3216,570,5619,6015,7414,7251,2092,11480,2430,11493,11511,2684,2098,599,568,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,5017,5486,8297,7608,7215,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686])).
% 289.81/289.59 cnf(11690,plain,
% 289.81/289.59 (~P13(a2,x116901,f6(a2))),
% 289.81/289.59 inference(rename_variables,[],[699])).
% 289.81/289.59 cnf(11692,plain,
% 289.81/289.59 (P12(a1,x116921,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x116922,x116922)),x116923),x116921),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,539,2064,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,4991,7741,5506,8349,7716,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,713,353,2285,2775,4854,699,572,11514,11543,602,3216,570,5619,6015,7414,7251,2092,11480,2430,11493,11511,2684,2098,599,568,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,5017,5486,8297,7608,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831])).
% 289.81/289.59 cnf(11695,plain,
% 289.81/289.59 (E(f18(a3,x116951,f6(a3)),x116951)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11700,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x117001,f7(a2)),x117002),x117001)),
% 289.81/289.59 inference(rename_variables,[],[2260])).
% 289.81/289.59 cnf(11702,plain,
% 289.81/289.59 (P12(a2,f35(f35(f17(a2),f18(a2,x117021,f7(a2))),f18(a3,f14(a2,x117022,f18(a2,x117021,f7(a2))),f6(a3))),x117022)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,4991,7741,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,713,353,2285,2775,4854,699,572,11514,11543,602,3216,570,5619,6015,5536,7414,7251,2092,11480,2430,11493,11511,2684,2098,599,568,11678,11695,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,8130,5017,5486,8297,7608,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,407,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378])).
% 289.81/289.59 cnf(11703,plain,
% 289.81/289.59 (E(f18(a3,x117031,f6(a3)),x117031)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11707,plain,
% 289.81/289.59 (~P12(a1,f32(a2,f30(f18(a1,a113,f7(a1)))),f33(a5,a120))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,713,353,2285,2775,4854,699,572,11514,11543,602,3216,570,5619,6015,5536,7414,7251,2092,11480,2430,11493,11511,2684,2098,599,568,11678,11695,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,8130,5017,5486,8297,7608,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,407,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171])).
% 289.81/289.59 cnf(11708,plain,
% 289.81/289.59 (P12(a1,x117081,f32(a2,f30(f18(a1,x117081,f7(a1)))))),
% 289.81/289.59 inference(rename_variables,[],[8095])).
% 289.81/289.59 cnf(11711,plain,
% 289.81/289.59 (E(f18(a3,x117111,f6(a3)),x117111)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11712,plain,
% 289.81/289.59 (P13(a3,f18(a3,f35(f35(f17(a3),x117121),x117122),x117123),f18(a3,f35(f35(f17(a3),x117124),x117122),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x117121,x117124)),x117122),x117123),f7(a3))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,713,353,2285,2775,4854,699,572,11514,11543,602,3216,570,5619,6015,5536,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,8130,5017,5486,8297,7608,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3670,407,408,420,365,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047])).
% 289.81/289.59 cnf(11713,plain,
% 289.81/289.59 (P13(a3,x117131,f18(a3,x117131,f7(a3)))),
% 289.81/289.59 inference(rename_variables,[],[2092])).
% 289.81/289.59 cnf(11722,plain,
% 289.81/289.59 (E(f18(a3,x117221,f6(a3)),x117221)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11724,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x117241,f7(a2))),f18(a2,x117241,f7(a2))),x117241)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11730,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,713,353,2285,2775,4854,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,8130,5017,5486,8297,7608,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3659,3670,407,408,420,365,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434])).
% 289.81/289.59 cnf(11738,plain,
% 289.81/289.59 (P12(a2,f6(a2),x117381)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11740,plain,
% 289.81/289.59 (~P13(a2,f18(a2,f6(a2),f7(a2)),f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,713,353,2285,2775,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,2312,3221,2309,2391,5028,4388,3288,6643,5038,7163,3989,2365,8130,5017,5486,8297,7608,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416])).
% 289.81/289.59 cnf(11747,plain,
% 289.81/289.59 (~P13(a2,f18(a2,x117471,x117472),x117472)),
% 289.81/289.59 inference(rename_variables,[],[711])).
% 289.81/289.59 cnf(11750,plain,
% 289.81/289.59 (E(f18(a3,x117501,f6(a3)),x117501)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11756,plain,
% 289.81/289.59 (P12(a1,x117561,x117561)),
% 289.81/289.59 inference(rename_variables,[],[556])).
% 289.81/289.59 cnf(11758,plain,
% 289.81/289.59 (~P12(a1,f12(a1,a113),f33(a5,a120))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,598,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140])).
% 289.81/289.59 cnf(11760,plain,
% 289.81/289.59 (P13(a3,f35(f35(f17(a3),f6(a3)),f7(a3)),f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,598,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960])).
% 289.81/289.59 cnf(11762,plain,
% 289.81/289.59 (E(f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f6(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x117621))),f35(f35(f17(a2),f6(a2)),x117621)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,397,551,398,6485,11639,11680,563,399,598,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178])).
% 289.81/289.59 cnf(11763,plain,
% 289.81/289.59 (E(x117631,f18(a2,f6(a2),x117631))),
% 289.81/289.59 inference(rename_variables,[],[2264])).
% 289.81/289.59 cnf(11769,plain,
% 289.81/289.59 (P12(f18(a2,a2,f6(a2)),f35(f35(f17(a2),f6(a2)),x117691),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,397,348,551,398,6485,11639,11680,563,399,598,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258])).
% 289.81/289.59 cnf(11770,plain,
% 289.81/289.59 (E(x117701,f18(a2,x117701,f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[2383])).
% 289.81/289.59 cnf(11771,plain,
% 289.81/289.59 (P12(a2,f18(a2,x117711,f35(f35(f17(a2),f6(a2)),x117712)),f18(a2,x117711,f18(a2,f6(a2),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,397,348,551,398,6485,11639,11680,563,399,598,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476])).
% 289.81/289.59 cnf(11776,plain,
% 289.81/289.59 (E(x117761,f18(a2,x117761,f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[2383])).
% 289.81/289.59 cnf(11777,plain,
% 289.81/289.59 (P13(a2,f16(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),x117771)),f16(a2,f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),x117772),f7(a2)),f35(f35(f17(a2),f6(a2)),x117771)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610])).
% 289.81/289.59 cnf(11778,plain,
% 289.81/289.59 (P13(a2,x117781,f18(a2,f18(a2,x117781,x117782),f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[647])).
% 289.81/289.59 cnf(11780,plain,
% 289.81/289.59 (~E(f18(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,544,351,359,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,3738,5028,4388,3288,8140,6643,5038,7163,3989,2365,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343])).
% 289.81/289.59 cnf(11781,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x117811,f7(a2))),f18(a2,f7(a2),f7(a2))),f18(a2,x117811,f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[3738])).
% 289.81/289.59 cnf(11791,plain,
% 289.81/289.59 (P13(a3,f18(a3,x117911,f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),x117912)),f18(a3,x117911,f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),f18(a2,x117912,f7(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,6736,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,3738,5028,4388,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,4800,6559,3659,3670,407,408,420,365,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481])).
% 289.81/289.59 cnf(11793,plain,
% 289.81/289.59 (E(f32(a2,f30(f32(a2,f6(a2)))),f32(a2,f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,7649,11442,8095,4991,6736,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,3738,5028,4388,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,4800,6559,3659,3670,407,408,420,365,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020])).
% 289.81/289.59 cnf(11798,plain,
% 289.81/289.59 (~E(f18(a2,x117981,f18(a2,x117982,f7(a2))),x117982)),
% 289.81/289.59 inference(rename_variables,[],[2135])).
% 289.81/289.59 cnf(11800,plain,
% 289.81/289.59 (P12(a3,f18(a3,x118001,f35(f35(f21(a3),f12(a3,f13(a3,x118002,x118002))),f18(a2,f6(a2),f7(a2)))),f18(a3,x118001,f6(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,6712,7698,4144,2460,4057,7649,11442,8095,4991,6736,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,4800,6559,3659,3670,407,408,420,365,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477])).
% 289.81/289.59 cnf(11802,plain,
% 289.81/289.59 (P13(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120)),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,6736,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,4800,6559,3659,3670,407,408,420,365,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976])).
% 289.81/289.59 cnf(11808,plain,
% 289.81/289.59 (~P12(a2,f18(a2,f35(f35(f17(a2),x118081),x118081),f7(a2)),x118081)),
% 289.81/289.59 inference(rename_variables,[],[6730])).
% 289.81/289.59 cnf(11812,plain,
% 289.81/289.59 (P13(a2,x118121,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x118121,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,6736,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,4800,6559,3659,3670,407,408,420,419,365,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761])).
% 289.81/289.59 cnf(11813,plain,
% 289.81/289.59 (E(f18(a3,x118131,f6(a3)),x118131)),
% 289.81/289.59 inference(rename_variables,[],[568])).
% 289.81/289.59 cnf(11819,plain,
% 289.81/289.59 (~P13(a1,f32(a2,f30(f18(a1,f12(a1,f18(a1,x118191,f7(a1))),f7(a1)))),x118191)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,6736,7511,7741,11648,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,7567,3093,11282,9081,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483])).
% 289.81/289.59 cnf(11825,plain,
% 289.81/289.59 (P12(a2,f6(a2),x118251)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11828,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x118281,f7(a2))),f18(a2,x118281,f7(a2))),x118281)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11831,plain,
% 289.81/289.59 (P13(a2,f6(a2),f18(a2,x118311,f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[604])).
% 289.81/289.59 cnf(11836,plain,
% 289.81/289.59 (~E(f16(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f6(a3)),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,11738,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,8889,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064])).
% 289.81/289.59 cnf(11838,plain,
% 289.81/289.59 (~P13(a1,f18(a1,f33(a5,f18(a5,f18(a2,f6(a5),f18(a2,f6(a2),f7(a2))),x118381)),f33(a5,x118381)),f6(a1))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,11738,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,8889,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034])).
% 289.81/289.59 cnf(11842,plain,
% 289.81/289.59 (P12(a2,x118421,f16(a2,f16(a2,f18(a2,f18(a2,x118421,f6(a2)),x118422),x118422),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,4148,6378,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,2712,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,8889,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694])).
% 289.81/289.59 cnf(11843,plain,
% 289.81/289.59 (P12(a2,x118431,f16(a2,f18(a2,x118431,x118432),x118432))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11844,plain,
% 289.81/289.59 (P12(a2,f6(a2),x118441)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11850,plain,
% 289.81/289.59 (~E(f18(a2,x118501,f18(a2,x118502,f7(a2))),x118502)),
% 289.81/289.59 inference(rename_variables,[],[2135])).
% 289.81/289.59 cnf(11852,plain,
% 289.81/289.59 (E(x118521,f16(a2,f18(a2,x118521,x118522),x118522))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,421,398,6485,11639,11680,563,399,598,647,711,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,7477,8905,8922,9496,9152,8972,5471,8889,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023])).
% 289.81/289.59 cnf(11853,plain,
% 289.81/289.59 (P12(a2,x118531,f16(a2,f18(a2,x118531,x118532),x118532))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(11859,plain,
% 289.81/289.59 (P12(a1,x118591,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x118592,x118592)),x118593),x118591)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684])).
% 289.81/289.59 cnf(11867,plain,
% 289.81/289.59 (~P12(a3,x118671,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x118672,x118672),f7(a3))),f35(f35(f17(a3),f7(a3)),f7(a3))),f18(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))),x118671)),f6(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611])).
% 289.81/289.59 cnf(11868,plain,
% 289.81/289.59 (~P13(a3,x118681,f18(a3,f35(f35(f17(a3),x118682),x118683),f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x118684,x118684),x118682)),x118683),x118681),f6(a3))))),
% 289.81/289.59 inference(rename_variables,[],[9107])).
% 289.81/289.59 cnf(11871,plain,
% 289.81/289.59 (~P13(a2,f18(a2,x118711,x118712),x118712)),
% 289.81/289.59 inference(rename_variables,[],[711])).
% 289.81/289.59 cnf(11873,plain,
% 289.81/289.59 (~P12(a1,f6(a1),f18(a1,f16(a1,f6(a1),f7(a1)),f16(a1,f6(a1),f7(a1))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2312,3221,2309,2391,8415,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,2365,4924,8130,5017,5486,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420])).
% 289.81/289.59 cnf(11879,plain,
% 289.81/289.59 (~P13(a3,f12(a3,f16(a3,f16(a3,x118791,x118792),x118791)),x118792)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,2312,3221,2309,2391,8415,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,5339,2365,4924,9029,8130,5017,5486,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854])).
% 289.81/289.59 cnf(11880,plain,
% 289.81/289.59 (~P13(a3,x118801,x118801)),
% 289.81/289.59 inference(rename_variables,[],[2234])).
% 289.81/289.59 cnf(11882,plain,
% 289.81/289.59 (E(f18(a2,f6(a2),f7(a2)),f18(a2,f20(f6(a1)),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,578,584,351,359,361,604,360,543,2383,11630,11632,11770,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,2312,3221,2309,2391,8415,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,5339,2365,4924,9029,8130,5017,5486,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162])).
% 289.81/289.59 cnf(11885,plain,
% 289.81/289.59 (P13(a3,f14(a3,f7(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,2312,3221,2309,2391,8415,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,5339,2365,4924,9029,8130,5017,5486,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442])).
% 289.81/289.59 cnf(11887,plain,
% 289.81/289.59 (~P13(a3,f18(a3,f35(f35(f17(a3),x118871),x118872),f18(a3,f35(f35(f17(a3),f16(a3,x118873,x118871)),x118872),x118874)),f18(a3,f35(f35(f17(a3),x118873),x118872),x118874))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,8095,4991,5200,6736,7511,7741,11648,11724,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,3989,5339,2365,4924,9029,8130,5017,5486,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3659,3670,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037])).
% 289.81/289.59 cnf(11899,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x118991,f7(a2))),f18(a2,x118991,f7(a2))),x118991)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11903,plain,
% 289.81/289.59 (P12(a1,x119031,f18(a1,f12(a1,x119031),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(11905,plain,
% 289.81/289.59 (~P13(a2,f35(f35(f17(a2),f18(a2,x119051,f7(a2))),f18(a2,x119051,f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,6144,8095,4991,5200,6736,7511,7741,11648,11724,11828,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,11690,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,5028,4388,2135,11798,2712,8215,3288,8140,6643,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7308,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446])).
% 289.81/289.59 cnf(11906,plain,
% 289.81/289.59 (~P13(a2,x119061,f6(a2))),
% 289.81/289.59 inference(rename_variables,[],[699])).
% 289.81/289.59 cnf(11910,plain,
% 289.81/289.59 (~E(f18(f18(a2,a5,f6(a2)),x119101,f35(f35(f17(a1),a113),f18(a1,f32(a2,f30(f6(a1))),f7(a1)))),f18(f18(a2,a5,f6(a2)),x119101,f35(f35(f17(a1),f33(a5,a120)),f18(a1,f32(a2,f30(f6(a1))),f7(a1)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,6144,8095,4991,5200,6736,7511,7741,11648,11724,11828,5506,8349,7716,2260,6730,11410,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,11690,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,5028,4388,2678,2135,11798,2712,8215,3288,8140,6643,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7308,7142,2210,3752,7567,3093,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,3655,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118])).
% 289.81/289.59 cnf(11917,plain,
% 289.81/289.59 (P13(a2,f18(a2,f7(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,6144,8095,4991,5200,6736,7511,7741,11648,11724,11828,5506,8349,7716,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,4854,712,699,11690,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,4388,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7308,7142,2210,3752,7567,3093,9307,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,3655,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959])).
% 289.81/289.59 cnf(11928,plain,
% 289.81/289.59 (~E(x119281,f18(a2,f35(f35(f17(a2),x119281),x119281),f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[7649])).
% 289.81/289.59 cnf(11930,plain,
% 289.81/289.59 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f6(a2)),f16(a2,f6(a2),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,5506,8349,7716,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,342,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,11844,4854,712,699,11690,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,7492,8007,7011,7308,7142,2210,3752,7567,3093,2253,9307,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,3655,407,408,420,419,365,364,467,435,469,402,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695])).
% 289.81/289.59 cnf(11931,plain,
% 289.81/289.59 (P12(a2,f6(a2),x119311)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11934,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x119341,x119342),f7(a2)),x119341)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(11937,plain,
% 289.81/289.59 (P12(f112(a1),f18(f112(a1),f35(f35(f17(f112(a1)),x119371),x119372),f18(f112(a1),f35(f35(f17(f112(a1)),f16(f112(a1),x119373,x119371)),x119372),f20(f6(a1)))),f18(f112(a1),f35(f35(f17(f112(a1)),x119373),x119372),f6(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,5506,8349,7716,2262,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,342,598,647,711,11747,713,353,2285,2775,556,566,11738,11825,11844,4854,712,699,11690,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,9307,11282,9081,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,3655,407,408,420,419,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044])).
% 289.81/289.59 cnf(11942,plain,
% 289.81/289.59 (P12(a3,x119421,x119421)),
% 289.81/289.59 inference(rename_variables,[],[558])).
% 289.81/289.59 cnf(11949,plain,
% 289.81/289.59 (~P12(a2,f18(a2,f18(a2,x119491,f7(a2)),x119492),f18(a2,x119491,x119492))),
% 289.81/289.59 inference(rename_variables,[],[4991])).
% 289.81/289.59 cnf(11954,plain,
% 289.81/289.59 (P12(a2,f6(a2),x119541)),
% 289.81/289.59 inference(rename_variables,[],[566])).
% 289.81/289.59 cnf(11956,plain,
% 289.81/289.59 (E(f14(a2,f35(f35(f17(a2),f7(a2)),x119561),f7(a2)),x119561)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,5506,8349,7716,2262,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,399,349,342,598,647,711,11747,713,558,353,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,572,11514,11543,602,3216,8590,570,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091])).
% 289.81/289.59 cnf(11962,plain,
% 289.81/289.59 (P12(a3,f6(a3),f13(a3,f18(a3,f6(a3),f6(a3)),f18(a3,f6(a3),f6(a3))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,5506,8349,7716,2262,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,621,399,349,342,598,647,711,11747,713,558,353,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,572,11514,11543,602,3216,8590,570,4598,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439])).
% 289.81/289.59 cnf(11965,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x119651,x119652),f7(a2)),x119651)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(11969,plain,
% 289.81/289.59 (P12(a2,f35(f35(f17(a2),f30(f18(a1,f12(a1,f6(a1)),f7(a1)))),f30(f18(a1,f12(a1,f6(a1)),f7(a1)))),f30(f35(f35(f17(a1),f18(a1,f12(a1,f6(a1)),f7(a1))),f18(a1,f12(a1,f6(a1)),f7(a1)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,5506,8349,7716,2262,11934,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,3993,397,348,551,421,398,6485,11639,11680,563,621,399,349,342,598,647,711,11747,713,558,353,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,572,11514,11543,602,3216,8590,570,4598,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3658,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779])).
% 289.81/289.59 cnf(11970,plain,
% 289.81/289.59 (P12(a1,x119701,f18(a1,f12(a1,x119701),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(11973,plain,
% 289.81/289.59 (P12(a1,x119731,f18(a1,f12(a1,x119731),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(11976,plain,
% 289.81/289.59 (E(x119761,f18(a2,x119761,f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[2383])).
% 289.81/289.59 cnf(11978,plain,
% 289.81/289.59 (P13(a1,x119781,f18(a1,f32(a2,f30(x119781)),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[617])).
% 289.81/289.59 cnf(11983,plain,
% 289.81/289.59 (P13(a1,f19(a1,f16(a1,f16(a1,x119831,f7(a1)),f32(a2,f30(x119831)))),f6(a1))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,5506,8349,7716,2262,11934,2260,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,578,584,351,359,361,604,360,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,349,342,598,647,711,11747,713,558,353,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3658,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143])).
% 289.81/289.59 cnf(11986,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x119861,x119862),f7(a2)),x119861)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(11989,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x119891,f7(a2))),f18(a2,x119891,f7(a2))),x119891)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(11993,plain,
% 289.81/289.59 (~E(f18(a1,f35(f35(f17(a1),x119931),x119931),f35(f35(f17(a1),f18(a2,f18(a2,f6(a1),f7(a2)),x119932)),f18(a2,f18(a2,f6(a1),f7(a2)),x119932))),f6(a1))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,5506,8349,7716,2262,11934,11965,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,584,351,359,361,604,360,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,349,342,598,647,711,11747,713,558,353,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3658,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601])).
% 289.81/289.59 cnf(11994,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x119941,f7(a2)),x119942),x119941)),
% 289.81/289.59 inference(rename_variables,[],[2260])).
% 289.81/289.59 cnf(11998,plain,
% 289.81/289.59 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,5506,8349,7716,2262,11934,11965,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,584,351,359,361,604,360,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,349,342,598,647,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3658,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134])).
% 289.81/289.59 cnf(11999,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x119991,f7(a2))),f18(a2,x119991,f7(a2))),x119991)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(12006,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x120061,x120062),x120062),x120061)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(12009,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x120091,x120092),x120092),x120091)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(12013,plain,
% 289.81/289.59 (E(f14(a2,f35(f35(f17(a2),x120131),f35(f35(f22(x120132,f18(a2,x120133,f18(a2,x120134,f7(a2))),x120135),x120136),f6(a2))),f35(f35(f22(x120132,f18(a2,x120133,f18(a2,x120134,f7(a2))),x120135),x120136),f6(a2))),x120131)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,5506,8349,7716,2262,11934,11965,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,584,351,359,361,604,360,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,349,342,598,647,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3658,3657,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,402,462,2640,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090])).
% 289.81/289.59 cnf(12020,plain,
% 289.81/289.59 (P12(a1,x120201,f18(a1,f12(a1,x120201),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(12030,plain,
% 289.81/289.59 (P13(a2,x120301,f18(a2,f18(a2,x120301,x120302),f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[647])).
% 289.81/289.59 cnf(12031,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x120311,f7(a2))),f18(a2,x120311,f7(a2))),x120311)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(12045,plain,
% 289.81/289.59 (P12(a2,x120451,f16(a2,f18(a2,x120451,x120452),x120452))),
% 289.81/289.59 inference(rename_variables,[],[6163])).
% 289.81/289.59 cnf(12050,plain,
% 289.81/289.59 (P13(a1,x120501,f18(a1,f32(a2,f30(x120501)),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[617])).
% 289.81/289.59 cnf(12053,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x120531,x120532),f7(a2)),x120531)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12061,plain,
% 289.81/289.59 (E(f12(a3,f14(a3,x120611,f6(a3))),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787])).
% 289.81/289.59 cnf(12066,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x120661,x120662),f7(a2)),x120661)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12068,plain,
% 289.81/289.59 (P12(a1,f33(f18(a2,a5,f6(a2)),f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x120681),x120681)),f6(a1))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,12053,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,12009,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933])).
% 289.81/289.59 cnf(12069,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x120691,x120692),x120692),x120691)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(12072,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x120721,x120722),x120722),x120721)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(12077,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x120771,x120772),x120772),x120771)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(12081,plain,
% 289.81/289.59 (~P12(a1,f35(f35(f17(a1),a113),f18(a1,f7(a1),f12(a1,x120811))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f7(a1),f12(a1,x120811))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,12053,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,613,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714])).
% 289.81/289.59 cnf(12083,plain,
% 289.81/289.59 (P13(a2,f35(f35(f17(a2),f7(a2)),f6(a2)),f35(f35(f17(a2),f7(a2)),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,12053,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,613,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569])).
% 289.81/289.59 cnf(12086,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x120861,x120862),f7(a2)),x120861)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12089,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x120891,x120892),f7(a2)),x120891)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12093,plain,
% 289.81/289.59 (E(f16(a1,f20(f6(a1)),f6(a2)),f6(a1))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,613,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,424,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850])).
% 289.81/289.59 cnf(12095,plain,
% 289.81/289.59 (P13(a3,f18(a3,f18(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f18(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,613,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2135,11798,2712,8215,3288,8140,6643,4904,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,424,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310])).
% 289.81/289.59 cnf(12106,plain,
% 289.81/289.59 (P12(a1,x121061,f18(a1,f12(a1,x121061),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(12110,plain,
% 289.81/289.59 (P12(a3,f6(a3),f24(f35(f35(f21(a3),f12(a3,x121101)),x121102),f35(f35(f21(a3),f12(a3,x121101)),x121102)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,618,613,543,2383,11630,11632,11770,11776,3993,397,348,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,8215,3288,8140,6643,4904,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,424,454,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288])).
% 289.81/289.59 cnf(12115,plain,
% 289.81/289.59 (P12(a1,x121151,x121151)),
% 289.81/289.59 inference(rename_variables,[],[556])).
% 289.81/289.59 cnf(12116,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x121161,f7(a2))),f18(a2,x121161,f7(a2))),x121161)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(12119,plain,
% 289.81/289.59 (P13(a2,f6(a2),f18(a2,x121191,f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[604])).
% 289.81/289.59 cnf(12122,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x121221,x121222),f7(a2)),x121221)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12127,plain,
% 289.81/289.59 (P12(a1,x121271,f18(a1,f12(a1,x121271),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(12136,plain,
% 289.81/289.59 (P13(a3,x121361,f18(a3,x121361,f7(a3)))),
% 289.81/289.59 inference(rename_variables,[],[2092])).
% 289.81/289.59 cnf(12139,plain,
% 289.81/289.59 (P12(a1,x121391,f12(a1,x121391))),
% 289.81/289.59 inference(rename_variables,[],[2289])).
% 289.81/289.59 cnf(12142,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x121421,x121422),f7(a2)),x121421)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12145,plain,
% 289.81/289.59 (~P12(a3,f18(a3,x121451,f7(a3)),x121451)),
% 289.81/289.59 inference(rename_variables,[],[5428])).
% 289.81/289.59 cnf(12147,plain,
% 289.81/289.59 (~E(f23(f18(a2,a5,f6(a2)),f35(f35(f17(a2),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),x121471),f6(f112(f18(a2,a5,f6(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,618,613,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,11756,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,8215,3288,5428,8140,6643,4904,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,424,454,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968])).
% 289.81/289.59 cnf(12148,plain,
% 289.81/289.59 (~E(f35(f35(f17(a2),f18(a2,x121481,f7(a2))),f18(a2,x121481,f7(a2))),x121481)),
% 289.81/289.59 inference(rename_variables,[],[7741])).
% 289.81/289.59 cnf(12151,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x121511,f7(a2)),x121512),x121511)),
% 289.81/289.59 inference(rename_variables,[],[2260])).
% 289.81/289.59 cnf(12154,plain,
% 289.81/289.59 (E(f16(a2,f18(a2,x121541,x121542),x121542),x121541)),
% 289.81/289.59 inference(rename_variables,[],[599])).
% 289.81/289.59 cnf(12158,plain,
% 289.81/289.59 (~P13(a2,f18(a2,f16(a2,f18(a2,x121581,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))),f18(a2,f7(a2),f7(a2))),x121582),x121581)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,359,361,604,11831,360,618,613,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,11756,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,8215,3288,5428,8140,6643,4904,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,9492,9107,7477,8905,11010,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,407,408,420,419,528,365,364,467,435,424,454,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608])).
% 289.81/289.59 cnf(12168,plain,
% 289.81/289.59 (~P12(a2,f16(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),x121681),x121681),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,8143,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,8095,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,4951,6453,544,579,437,578,362,584,351,444,359,361,352,604,11831,360,618,613,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,11756,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,10321,9492,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,365,364,467,435,424,454,469,3644,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195])).
% 289.81/289.59 cnf(12180,plain,
% 289.81/289.59 (P13(a3,f35(f35(f17(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f6(a3)),f35(f35(f17(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,8143,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,8095,7820,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,11756,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,10321,9492,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,365,364,467,435,424,454,469,3644,3643,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646])).
% 289.81/289.59 cnf(12182,plain,
% 289.81/289.59 (P13(a1,f6(a1),a113)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,8143,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,8095,7820,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,11756,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,9578,9362,9389,9318,10946,11199,10321,9492,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,365,364,467,435,424,454,469,3644,3643,402,462,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200])).
% 289.81/289.59 cnf(12187,plain,
% 289.81/289.59 (P12(a1,x121871,f18(a1,f12(a1,x121871),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(12188,plain,
% 289.81/289.59 (P12(a1,x121881,x121881)),
% 289.81/289.59 inference(rename_variables,[],[556])).
% 289.81/289.59 cnf(12192,plain,
% 289.81/289.59 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x121921,f6(a2)),f7(a2))),f35(f35(f17(a2),x121922),f7(a2))),f18(a2,f18(a2,x121921,f6(a2)),f7(a2))),x121922)),
% 289.81/289.59 inference(rename_variables,[],[6712])).
% 289.81/289.59 cnf(12195,plain,
% 289.81/289.59 (P12(a1,x121951,f32(a2,f52(f36(x121952,x121953),f35(f35(f17(a1),x121951),f36(x121952,x121953)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,8143,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,12127,8095,7820,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,713,558,353,422,2285,2775,556,11756,12115,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,9492,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,365,364,467,435,424,454,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797])).
% 289.81/289.59 cnf(12200,plain,
% 289.81/289.59 (P12(a1,x122001,f18(a1,f12(a1,x122001),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[6144])).
% 289.81/289.59 cnf(12207,plain,
% 289.81/289.59 (~P13(a2,f18(a2,x122071,x122072),x122072)),
% 289.81/289.59 inference(rename_variables,[],[711])).
% 289.81/289.59 cnf(12210,plain,
% 289.81/289.59 (P13(f18(a2,f6(a2),a1),f12(f18(a2,f6(a2),a1),f35(f35(f17(a1),f7(a1)),f6(f18(a2,f6(a2),a1)))),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,8143,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,12127,12187,8095,7820,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,713,558,353,422,2285,2775,556,11756,12115,566,11738,11825,11844,11931,4854,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,365,364,467,435,424,454,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466])).
% 289.81/289.59 cnf(12217,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x122171,x122172),f7(a2)),x122171)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12218,plain,
% 289.81/289.59 (P12(a1,x122181,x122181)),
% 289.81/289.59 inference(rename_variables,[],[556])).
% 289.81/289.59 cnf(12222,plain,
% 289.81/289.59 (~P12(a3,f6(a3),f18(a3,f35(f35(f17(a3),f7(a3)),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f6(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,6712,7698,8143,4144,2460,4057,7649,11442,11665,6144,11903,11970,11973,12020,12106,12127,12187,8095,7820,4991,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,713,558,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,365,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919])).
% 289.81/289.59 cnf(12231,plain,
% 289.81/289.59 (P12(a3,x122311,x122311)),
% 289.81/289.59 inference(rename_variables,[],[558])).
% 289.81/289.59 cnf(12248,plain,
% 289.81/289.59 (P12(f112(a1),f7(a1),f32(a2,f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9042,9107,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152])).
% 289.81/289.59 cnf(12251,plain,
% 289.81/289.59 (P12(a1,x122511,f32(a2,f30(f18(a1,x122511,f7(a1)))))),
% 289.81/289.59 inference(rename_variables,[],[8095])).
% 289.81/289.59 cnf(12255,plain,
% 289.81/289.59 (~P13(a3,x122551,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x122552,x122552),f7(a3))),f35(f35(f17(a3),f7(a3)),f7(a3))),f18(a3,f35(f35(f17(a3),f7(a3)),f35(f35(f17(a3),f6(a3)),f7(a3))),x122551)),f6(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637])).
% 289.81/289.59 cnf(12263,plain,
% 289.81/289.59 (P12(a2,f16(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x122631,f7(a2))),x122632),f18(a2,x122631,f7(a2))),x122633),x122633),x122632)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10771,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796])).
% 289.81/289.59 cnf(12272,plain,
% 289.81/289.59 (~P12(a2,f16(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),x122721),x122722),x122722),x122721)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10771,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635])).
% 289.81/289.59 cnf(12279,plain,
% 289.81/289.59 (P13(a3,f18(a3,f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3))),f6(a3))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10771,10715,5471,8889,4800,6559,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512])).
% 289.81/289.59 cnf(12282,plain,
% 289.81/289.59 (P13(a1,x122821,f18(a1,f32(a2,f30(x122821)),f7(a1)))),
% 289.81/289.59 inference(rename_variables,[],[617])).
% 289.81/289.59 cnf(12284,plain,
% 289.81/289.59 (P13(a3,x122841,f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),x122841),f18(a3,f7(a3),f7(a3))),f6(a3))),f7(a3)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10771,10715,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,454,449,469,3644,3643,402,462,490,2640,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740])).
% 289.81/289.59 cnf(12287,plain,
% 289.81/289.59 (P13(a2,x122871,f18(a2,f18(a3,f14(a2,f35(f35(f17(a2),f7(a2)),x122871),f7(a2)),f6(a3)),f7(a2)))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10771,10715,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,454,449,469,3644,3643,402,462,490,448,2640,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800])).
% 289.81/289.59 cnf(12292,plain,
% 289.81/289.59 (P13(a3,f35(f35(f17(a3),f16(a3,f35(f35(f21(a3),f12(a3,f13(a3,x122921,x122921))),f18(a2,f6(a2),f7(a2))),f7(a3))),f7(a3)),f18(a3,f35(f35(f17(a3),f16(a3,f35(f35(f21(a3),f12(a3,f13(a3,x122921,x122921))),f18(a2,f6(a2),f7(a2))),f7(a3))),f13(a3,x122922,f7(a3))),f35(f35(f21(a3),f12(a3,f13(a3,x122921,x122921))),f18(a2,f6(a2),f7(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,9496,9152,8972,10771,10715,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,454,449,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978])).
% 289.81/289.59 cnf(12293,plain,
% 289.81/289.59 (P13(a3,f16(a3,x122931,f7(a3)),x122931)),
% 289.81/289.59 inference(rename_variables,[],[2098])).
% 289.81/289.59 cnf(12296,plain,
% 289.81/289.59 (P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x122961,x122961)),x122962),x122963),x122963)),
% 289.81/289.59 inference(rename_variables,[],[10962])).
% 289.81/289.59 cnf(12297,plain,
% 289.81/289.59 (P12(a3,x122971,f18(a3,f35(f35(f17(a3),f16(a3,x122972,x122972)),x122973),x122971))),
% 289.81/289.59 inference(rename_variables,[],[10861])).
% 289.81/289.59 cnf(12298,plain,
% 289.81/289.59 (~P13(a2,x122981,f6(a2))),
% 289.81/289.59 inference(rename_variables,[],[699])).
% 289.81/289.59 cnf(12301,plain,
% 289.81/289.59 (P12(a3,x123011,f18(a3,f35(f35(f17(a3),f16(a3,x123012,x123012)),x123013),x123011))),
% 289.81/289.59 inference(rename_variables,[],[10861])).
% 289.81/289.59 cnf(12302,plain,
% 289.81/289.59 (~P13(a2,x123021,f6(a2))),
% 289.81/289.59 inference(rename_variables,[],[699])).
% 289.81/289.59 cnf(12303,plain,
% 289.81/289.59 (P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x123031,x123031)),x123032),x123033),x123033)),
% 289.81/289.59 inference(rename_variables,[],[10962])).
% 289.81/289.59 cnf(12306,plain,
% 289.81/289.59 (P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x123061,x123061)),x123062),x123063),x123063)),
% 289.81/289.59 inference(rename_variables,[],[10962])).
% 289.81/289.59 cnf(12307,plain,
% 289.81/289.59 (P12(a3,x123071,f18(a3,f35(f35(f17(a3),f16(a3,x123072,x123072)),x123073),x123071))),
% 289.81/289.59 inference(rename_variables,[],[10861])).
% 289.81/289.59 cnf(12308,plain,
% 289.81/289.59 (~P13(a2,x123081,f6(a2))),
% 289.81/289.59 inference(rename_variables,[],[699])).
% 289.81/289.59 cnf(12310,plain,
% 289.81/289.59 (~P72(f35(f35(f17(a1),f7(a1)),f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),x123101),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f18(a2,f6(a2),x123101),f7(a2)))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,7151,10885,6426,10765,10848,8539,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,454,449,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897])).
% 289.81/289.59 cnf(12311,plain,
% 289.81/289.59 (~E(f18(a2,f18(a2,x123111,x123112),f7(a2)),x123111)),
% 289.81/289.59 inference(rename_variables,[],[2262])).
% 289.81/289.59 cnf(12312,plain,
% 289.81/289.59 (P13(a2,f6(a2),f18(a2,x123121,f7(a2)))),
% 289.81/289.59 inference(rename_variables,[],[604])).
% 289.81/289.59 cnf(12313,plain,
% 289.81/289.59 (E(x123131,f18(a2,x123131,f6(a2)))),
% 289.81/289.59 inference(rename_variables,[],[2383])).
% 289.81/289.59 cnf(12327,plain,
% 289.81/289.59 (P12(a1,x123271,f32(a2,f30(f18(a1,x123271,f7(a1)))))),
% 289.81/289.59 inference(rename_variables,[],[8095])).
% 289.81/289.59 cnf(12329,plain,
% 289.81/289.59 (P13(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,353,422,2285,2775,556,11756,12115,12188,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848])).
% 289.81/289.59 cnf(12330,plain,
% 289.81/289.59 (P12(a3,x123301,x123301)),
% 289.81/289.59 inference(rename_variables,[],[558])).
% 289.81/289.59 cnf(12331,plain,
% 289.81/289.59 (P13(a3,x123311,f18(a3,x123311,f7(a3)))),
% 289.81/289.59 inference(rename_variables,[],[2092])).
% 289.81/289.59 cnf(12333,plain,
% 289.81/289.59 (~P13(a1,f32(a2,f52(f36(x123331,x123332),f35(f35(f17(a1),x123333),f36(x123331,x123332)))),x123333)),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,353,422,2285,2775,556,11756,12115,12188,12218,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847])).
% 289.81/289.59 cnf(12335,plain,
% 289.81/289.59 (P12(a1,x123351,x123351)),
% 289.81/289.59 inference(rename_variables,[],[556])).
% 289.81/289.59 cnf(12337,plain,
% 289.81/289.59 (~P74(f35(f17(a1),f7(a1)),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f6(a3),f35(f35(f17(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))))),
% 289.81/289.59 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,353,422,2285,2775,556,11756,12115,12188,12218,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,7142,2210,3752,7567,3093,2164,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827])).
% 289.81/289.60 cnf(12338,plain,
% 289.81/289.60 (P12(a3,x123381,x123381)),
% 289.81/289.60 inference(rename_variables,[],[558])).
% 289.81/289.60 cnf(12339,plain,
% 289.81/289.60 (E(f18(a3,x123391,x123392),f18(a3,x123392,x123391))),
% 289.81/289.60 inference(rename_variables,[],[590])).
% 289.81/289.60 cnf(12341,plain,
% 289.81/289.60 (~P13(a1,f7(a1),f18(a1,f35(f35(f17(a1),f7(a1)),f7(a1)),f35(f35(f17(a1),f6(a1)),f6(a1))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,488,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964])).
% 289.81/289.60 cnf(12345,plain,
% 289.81/289.60 (P13(a1,f6(a1),f18(a1,f35(f35(f17(a1),f7(a1)),f7(a1)),f35(f35(f17(a1),x123451),x123451)))),
% 289.81/289.60 inference(rename_variables,[],[4021])).
% 289.81/289.60 cnf(12349,plain,
% 289.81/289.60 (P12(a3,x123491,x123491)),
% 289.81/289.60 inference(rename_variables,[],[558])).
% 289.81/289.60 cnf(12357,plain,
% 289.81/289.60 (E(f16(x123571,x123572,f8(f6(a5))),f16(x123571,x123572,f7(a5)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,488,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16])).
% 289.81/289.60 cnf(12358,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),x123581),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x123582)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,488,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182])).
% 289.81/289.60 cnf(12359,plain,
% 289.81/289.60 (~E(f18(a2,f18(a2,x123591,f7(a2)),x123592),x123591)),
% 289.81/289.60 inference(rename_variables,[],[2260])).
% 289.81/289.60 cnf(12361,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x123611)),x123612),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,488,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183])).
% 289.81/289.60 cnf(12362,plain,
% 289.81/289.60 (~E(f18(a2,f18(a2,x123621,f7(a2)),x123622),x123621)),
% 289.81/289.60 inference(rename_variables,[],[2260])).
% 289.81/289.60 cnf(12368,plain,
% 289.81/289.60 (E(f18(a5,f16(a5,x123681,x123682),x123682),x123681)),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3663,3658,3657,3680,3668,3659,3670,3655,3666,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,453,488,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084])).
% 289.81/289.60 cnf(12383,plain,
% 289.81/289.60 (E(x123831,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x123832,x123832)),x123833),x123831),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12384,plain,
% 289.81/289.60 (P42(f18(a2,a2,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3668,3659,3670,3655,3649,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,453,488,469,3644,3643,402,462,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271])).
% 289.81/289.60 cnf(12385,plain,
% 289.81/289.60 (E(x123851,f18(a2,x123851,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12387,plain,
% 289.81/289.60 (E(x123871,f18(a2,x123871,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12389,plain,
% 289.81/289.60 (P35(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,3993,397,348,2446,551,421,398,6485,11639,11680,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3668,3659,3670,3655,3649,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,453,488,469,3644,3643,402,462,6774,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270])).
% 289.81/289.60 cnf(12390,plain,
% 289.81/289.60 (E(x123901,f18(a2,x123901,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12392,plain,
% 289.81/289.60 (E(x123921,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x123922,x123922)),x123923),x123921),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12393,plain,
% 289.81/289.60 (P44(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x123931,x123931)),x123932),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3654,3668,3659,3670,3655,3649,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,454,449,453,488,469,3644,3643,402,462,6774,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272])).
% 289.81/289.60 cnf(12394,plain,
% 289.81/289.60 (E(x123941,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x123942,x123942)),x123943),x123941),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12396,plain,
% 289.81/289.60 (E(x123961,f18(a2,x123961,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12398,plain,
% 289.81/289.60 (E(x123981,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x123982,x123982)),x123983),x123981),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12400,plain,
% 289.81/289.60 (E(x124001,f18(a2,x124001,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12402,plain,
% 289.81/289.60 (E(x124021,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124022,x124022)),x124023),x124021),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12404,plain,
% 289.81/289.60 (E(x124041,f18(a2,x124041,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12406,plain,
% 289.81/289.60 (E(x124061,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124062,x124062)),x124063),x124061),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12408,plain,
% 289.81/289.60 (E(x124081,f18(a2,x124081,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12410,plain,
% 289.81/289.60 (E(x124101,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124102,x124102)),x124103),x124101),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12412,plain,
% 289.81/289.60 (E(x124121,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124122,x124122)),x124123),x124121),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12413,plain,
% 289.81/289.60 (P36(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124131,x124131)),x124132),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3654,3668,3659,3670,3669,3655,3673,3649,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,405,454,449,453,525,488,521,469,3644,3643,402,462,6774,490,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261])).
% 289.81/289.60 cnf(12414,plain,
% 289.81/289.60 (E(x124141,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124142,x124142)),x124143),x124141),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12416,plain,
% 289.81/289.60 (E(x124161,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124162,x124162)),x124163),x124161),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12418,plain,
% 289.81/289.60 (E(x124181,f18(a2,x124181,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12420,plain,
% 289.81/289.60 (E(x124201,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124202,x124202)),x124203),x124201),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12422,plain,
% 289.81/289.60 (E(x124221,f18(a2,x124221,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12424,plain,
% 289.81/289.60 (E(x124241,f18(a2,x124241,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12426,plain,
% 289.81/289.60 (E(x124261,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124262,x124262)),x124263),x124261),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12428,plain,
% 289.81/289.60 (E(x124281,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124282,x124282)),x124283),x124281),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12430,plain,
% 289.81/289.60 (E(x124301,f18(a2,x124301,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12432,plain,
% 289.81/289.60 (E(x124321,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124322,x124322)),x124323),x124321),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12434,plain,
% 289.81/289.60 (E(x124341,f18(a2,x124341,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12435,plain,
% 289.81/289.60 (P52(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3672,3654,3668,3659,3685,3670,3669,3655,3673,3649,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,405,454,445,432,449,453,496,511,525,488,521,469,428,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312])).
% 289.81/289.60 cnf(12436,plain,
% 289.81/289.60 (E(x124361,f18(a2,x124361,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12438,plain,
% 289.81/289.60 (E(x124381,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124382,x124382)),x124383),x124381),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12439,plain,
% 289.81/289.60 (P33(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3672,3654,3668,3659,3685,3661,3670,3669,3655,3673,3649,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,405,454,445,432,449,453,496,511,525,488,521,469,428,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329])).
% 289.81/289.60 cnf(12440,plain,
% 289.81/289.60 (E(x124401,f18(a2,x124401,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12442,plain,
% 289.81/289.60 (E(x124421,f18(a2,x124421,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12444,plain,
% 289.81/289.60 (E(x124441,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124442,x124442)),x124443),x124441),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12446,plain,
% 289.81/289.60 (E(x124461,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124462,x124462)),x124463),x124461),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12448,plain,
% 289.81/289.60 (E(x124481,f18(a5,f35(f35(f17(a5),f16(a5,x124482,x124482)),x124483),f18(a2,x124481,f6(a2))))),
% 289.81/289.60 inference(rename_variables,[],[7514])).
% 289.81/289.60 cnf(12449,plain,
% 289.81/289.60 (P6(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124491,x124491)),x124492),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3672,3654,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,493,405,454,445,432,449,453,496,511,525,488,521,469,428,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296])).
% 289.81/289.60 cnf(12450,plain,
% 289.81/289.60 (E(x124501,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124502,x124502)),x124503),x124501),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12452,plain,
% 289.81/289.60 (E(x124521,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124522,x124522)),x124523),x124521),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12454,plain,
% 289.81/289.60 (E(x124541,f18(a2,x124541,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12455,plain,
% 289.81/289.60 (P55(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,493,405,454,445,447,432,449,453,496,511,525,488,521,469,428,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334])).
% 289.81/289.60 cnf(12456,plain,
% 289.81/289.60 (E(x124561,f18(a2,x124561,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12457,plain,
% 289.81/289.60 (P21(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,3647,493,405,454,445,447,432,449,453,496,511,525,488,521,469,428,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313])).
% 289.81/289.60 cnf(12458,plain,
% 289.81/289.60 (E(x124581,f18(a2,x124581,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12460,plain,
% 289.81/289.60 (E(x124601,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124602,x124602)),x124603),x124601),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12462,plain,
% 289.81/289.60 (E(x124621,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124622,x124622)),x124623),x124621),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12466,plain,
% 289.81/289.60 (E(x124661,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124662,x124662)),x124663),x124661),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12468,plain,
% 289.81/289.60 (E(x124681,f18(a2,x124681,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12470,plain,
% 289.81/289.60 (E(x124701,f18(a2,x124701,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12472,plain,
% 289.81/289.60 (E(x124721,f18(a2,x124721,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12473,plain,
% 289.81/289.60 (P3(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,432,449,453,496,511,525,417,488,521,469,428,474,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266])).
% 289.81/289.60 cnf(12474,plain,
% 289.81/289.60 (E(x124741,f18(a2,x124741,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12479,plain,
% 289.81/289.60 (P7(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124791,x124791)),x124792),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,432,449,453,496,511,525,417,488,521,469,428,474,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300])).
% 289.81/289.60 cnf(12480,plain,
% 289.81/289.60 (E(x124801,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124802,x124802)),x124803),x124801),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12483,plain,
% 289.81/289.60 (P29(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,432,449,453,496,511,525,417,488,521,469,428,474,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273])).
% 289.81/289.60 cnf(12484,plain,
% 289.81/289.60 (E(x124841,f18(a2,x124841,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12485,plain,
% 289.81/289.60 (P4(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,432,449,453,496,511,525,417,488,521,469,428,474,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281])).
% 289.81/289.60 cnf(12486,plain,
% 289.81/289.60 (E(x124861,f18(a2,x124861,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12489,plain,
% 289.81/289.60 (P32(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124891,x124891)),x124892),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,432,449,453,496,511,525,417,488,521,469,428,474,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292])).
% 289.81/289.60 cnf(12490,plain,
% 289.81/289.60 (E(x124901,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124902,x124902)),x124903),x124901),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12493,plain,
% 289.81/289.60 (P38(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124931,x124931)),x124932),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,432,449,453,496,511,525,417,488,521,469,428,474,486,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295])).
% 289.81/289.60 cnf(12494,plain,
% 289.81/289.60 (E(x124941,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124942,x124942)),x124943),x124941),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12496,plain,
% 289.81/289.60 (E(x124961,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124962,x124962)),x124963),x124961),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12498,plain,
% 289.81/289.60 (E(x124981,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124982,x124982)),x124983),x124981),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[6485])).
% 289.81/289.60 cnf(12499,plain,
% 289.81/289.60 (P71(f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x124991,x124991)),x124992),f18(a2,a5,f6(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,3647,465,493,405,454,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284])).
% 289.81/289.60 cnf(12503,plain,
% 289.81/289.60 (P30(f18(a2,a2,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317])).
% 289.81/289.60 cnf(12504,plain,
% 289.81/289.60 (E(x125041,f18(a2,x125041,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12505,plain,
% 289.81/289.60 (P12(f117(x125051,f112(a1)),x125052,x125052)),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051])).
% 289.81/289.60 cnf(12507,plain,
% 289.81/289.60 (P12(a3,f18(a3,f6(a3),f6(a3)),f18(a3,f7(a3),f7(a3)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036])).
% 289.81/289.60 cnf(12511,plain,
% 289.81/289.60 (P1(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254])).
% 289.81/289.60 cnf(12512,plain,
% 289.81/289.60 (E(x125121,f18(a2,x125121,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12513,plain,
% 289.81/289.60 (P59(f18(a2,a2,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324])).
% 289.81/289.60 cnf(12514,plain,
% 289.81/289.60 (E(x125141,f18(a2,x125141,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12515,plain,
% 289.81/289.60 (~P12(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))),f6(f112(a1)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037])).
% 289.81/289.60 cnf(12517,plain,
% 289.81/289.60 (P5(f18(a2,f18(a2,f6(a2),a1),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287])).
% 289.81/289.60 cnf(12518,plain,
% 289.81/289.60 (E(x125181,f18(a2,x125181,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[2383])).
% 289.81/289.60 cnf(12519,plain,
% 289.81/289.60 (P13(f112(a1),f6(f112(a1)),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940])).
% 289.81/289.60 cnf(12521,plain,
% 289.81/289.60 (P25(f18(a2,a1,f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,599,12006,12009,12069,12072,12077,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,4924,2146,9029,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319])).
% 289.81/289.60 cnf(12544,plain,
% 289.81/289.60 (P12(a3,x125441,f18(a3,f35(f35(f17(a3),f16(a3,x125442,x125442)),x125443),x125441))),
% 289.81/289.60 inference(rename_variables,[],[10861])).
% 289.81/289.60 cnf(12549,plain,
% 289.81/289.60 (P13(a3,f16(a3,x125491,f7(a3)),x125491)),
% 289.81/289.60 inference(rename_variables,[],[2098])).
% 289.81/289.60 cnf(12559,plain,
% 289.81/289.60 (~P12(a3,f6(a3),f14(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545])).
% 289.81/289.60 cnf(12578,plain,
% 289.81/289.60 (P14(a3,f23(a3,f7(a3),f18(a3,f6(f112(a3)),f6(a3))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,3653,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,2510,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,11194,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235])).
% 289.81/289.60 cnf(12581,plain,
% 289.81/289.60 (P13(a3,f6(a3),f18(a3,f18(a3,f7(a3),f7(a3)),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,3653,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,2712,2812,3055,8215,3288,5428,12145,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,2510,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,11194,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508])).
% 289.81/289.60 cnf(12583,plain,
% 289.81/289.60 (~P13(a1,f12(a1,f16(a1,f7(a1),f18(a1,f18(a1,f32(a2,f30(f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))))),f7(a1)),f7(a1)))),f43(f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),f7(a1),f6(a1)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,3653,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,3159,2712,2812,3055,8215,3288,5428,12145,7881,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,2510,4281,7308,5205,7142,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,11194,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508,1929])).
% 289.81/289.60 cnf(12586,plain,
% 289.81/289.60 (~P13(a1,f12(a1,f16(a1,f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),f6(a1))),f43(f18(a1,f32(a2,f30(f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))))),f7(a1)),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))),f7(a1)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,12282,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,2430,11493,11511,11574,641,2684,590,3667,3653,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,3159,2712,2812,3055,8215,3288,5428,12145,7881,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,2510,4281,7308,5205,7142,3147,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,11194,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508,1929,1930])).
% 289.81/289.60 cnf(12589,plain,
% 289.81/289.60 (P12(a3,f14(a3,f7(a3),f7(a3)),f14(a3,f7(a3),f18(a3,f6(a3),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,2333,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,12282,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,12331,2430,11493,11511,11574,641,2684,590,3667,3653,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,3159,2712,2812,3055,8215,3288,5428,12145,7881,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,7097,8007,7011,2510,4281,7308,5205,7142,3147,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,8905,11010,8476,8922,11194,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508,1929,1930,1734])).
% 289.81/289.60 cnf(12597,plain,
% 289.81/289.60 (~P12(a2,f35(f35(f17(a2),f18(a2,x125971,f7(a2))),f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x125971,f7(a2))),f6(a2)),f18(a2,x125971,f7(a2))),f18(a3,f6(a2),f7(a3)))),f35(f35(f17(a2),f18(a2,x125971,f7(a2))),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,2333,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,12282,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,12331,2430,11493,11511,11574,641,2684,590,3667,3653,5452,2098,12293,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,3135,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,3159,2712,2812,3055,8215,3288,5428,12145,7881,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,6392,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,4216,7097,8007,7011,2510,4281,7308,5205,7142,3147,2210,3752,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,9107,11868,7477,10669,8905,11010,8476,8922,11194,10861,12297,12301,12307,10962,12296,12303,9496,9152,8972,10771,10715,2225,5471,8889,4800,2363,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508,1929,1930,1734,1511,1042,1946])).
% 289.81/289.60 cnf(12605,plain,
% 289.81/289.60 (P12(a3,x126051,f18(a3,f35(f35(f17(a3),f16(a3,x126052,x126052)),x126053),x126051))),
% 289.81/289.60 inference(rename_variables,[],[10861])).
% 289.81/289.60 cnf(12617,plain,
% 289.81/289.60 (P12(a3,x126171,x126171)),
% 289.81/289.60 inference(rename_variables,[],[558])).
% 289.81/289.60 cnf(12619,plain,
% 289.81/289.60 (~P74(f35(f17(a1),f7(a1)),f7(a3),f18(a3,f6(a3),f35(f35(f17(a3),f7(a3)),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,2333,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,12282,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,12349,12617,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,12308,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,12331,2430,11493,11511,11574,641,2684,590,12339,3667,3653,5452,2098,12293,12549,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,3135,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,3159,2712,2812,3055,8215,3288,5428,12145,7881,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,6392,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,4216,7097,8007,7011,2510,4281,7308,5205,7142,3147,2210,3752,4390,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,11203,9107,11868,7477,10669,8905,11010,8476,8922,11194,10861,12297,12301,12307,12544,12605,10962,12296,12303,12306,9496,9152,8972,10771,10715,2225,5471,8889,4800,2363,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,692,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508,1929,1930,1734,1511,1042,1946,1170,1766,1146,2002,1780,1829])).
% 289.81/289.60 cnf(12623,plain,
% 289.81/289.60 (E(f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f100(f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f35(f35(f17(a2),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))))),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[340,709,8229,2074,6612,9549,539,2064,2062,7390,4933,7684,7633,4146,4863,3929,6712,12192,7698,8143,4144,2460,4057,7649,11442,11665,11928,6144,11903,11970,11973,12020,12106,12127,12187,12200,8095,11708,12251,12327,2333,7820,4991,11949,5200,6736,9268,7511,7741,11648,11724,11828,11899,11989,11999,12031,12116,12148,2289,12139,5506,8349,7716,2262,11934,11965,11986,12053,12066,12086,12089,12122,12142,12217,12311,2260,11700,11994,12151,12359,12362,6730,11410,11808,9407,8996,6163,11681,11843,11853,12045,4148,6378,8427,8250,10759,11021,10812,7151,10885,6426,10765,10848,8539,3703,4951,6453,544,579,437,438,578,362,584,351,444,359,361,352,604,11831,12119,12312,360,618,613,442,543,2383,11630,11632,11770,11776,11976,12313,12385,12387,12390,12396,12400,12404,12408,12418,12422,12424,12430,12434,12436,12440,12442,12454,12456,12458,12468,12470,12472,12474,12484,12486,12504,12512,12514,12518,3993,397,348,2446,551,421,398,6485,11639,11680,12383,12392,12394,12398,12402,12406,12410,12412,12414,12416,12420,12426,12428,12432,12438,12444,12446,12450,12452,12460,12462,12466,12480,12490,12494,12496,12498,563,621,443,399,583,617,11978,12050,12282,349,342,598,647,11778,12030,711,11747,11871,12207,713,715,7514,12448,558,11942,12231,12330,12338,12349,12617,546,353,422,2285,3161,541,2775,556,11756,12115,12188,12218,12335,566,11738,11825,11844,11931,11954,4854,5979,712,699,11690,11906,12298,12302,12308,4567,572,11514,11543,602,3216,6672,8590,570,4598,4186,3123,5619,589,3827,574,595,573,2448,6015,5536,2264,11763,7414,7251,8176,2092,11480,11653,11713,12136,12331,2430,11493,11511,11574,641,2684,590,12339,3667,3653,5452,2098,12293,12549,599,12006,12009,12069,12072,12077,12154,568,11678,11695,11703,11711,11722,11750,11813,2234,11880,2312,2066,3221,2309,2391,3135,8415,3738,11781,5028,7316,4388,2282,2678,4459,2402,2135,11798,11850,3159,2712,2812,3055,8215,3288,5428,12145,7881,8140,6643,4904,7266,4409,6752,5038,4926,7163,6225,3989,5339,5617,2365,9095,3119,4924,2146,7517,6656,9029,7743,8130,2783,5017,6392,5486,7895,4995,7066,7920,8297,7608,8277,7215,5164,5154,3939,8458,8301,7492,7203,4216,7097,8007,7011,2510,4281,7308,5205,7142,3147,2210,3752,4390,7567,3093,2164,3181,2253,3409,4562,7249,10227,9307,11282,9903,7689,9081,9674,2676,8339,8911,10877,6765,10706,9578,9362,9389,9318,10946,8866,11199,10321,10231,9492,11205,9042,9632,11203,9107,11868,7477,10669,8905,11010,8476,8922,11194,10861,12297,12301,12307,12544,12605,10962,12296,12303,12306,9496,9152,8972,10771,10715,2225,5471,8889,4800,2363,6559,5657,4021,12345,3686,3677,3665,3660,6213,3663,3658,3657,3680,3672,3654,3652,3668,3659,3685,3661,3670,3669,3656,3655,3651,3673,3650,3649,4336,3664,3666,11268,11231,11216,407,408,420,419,528,692,367,366,365,368,468,364,467,435,424,500,2648,401,3647,465,493,405,454,458,445,447,460,432,449,453,496,511,525,417,488,521,469,428,474,486,533,3644,3643,394,402,462,6774,490,441,448,2640,3635,3638,2682,10534,11220,8,29,807,1103,1350,1009,2,1074,1679,1015,1357,954,899,956,1038,888,1234,1375,25,1681,1031,1130,1010,1673,26,1367,1376,2019,1557,1225,1447,1577,1157,1039,1081,1454,7,1029,1080,1460,1254,1221,1448,1260,15,915,1104,1556,1461,817,1555,1075,999,1124,1459,1079,1359,1558,1166,1265,1349,1165,1360,1069,1156,889,900,955,1468,1362,1207,1462,911,1578,1067,1226,1219,1455,1259,1223,1457,894,913,810,1070,1361,1369,1256,1363,1129,1672,1025,1004,815,995,1348,1263,1453,1158,1076,1232,1073,255,3,308,264,282,323,265,275,1690,1992,861,941,875,2045,1853,1374,1514,829,1975,2038,1105,1114,1478,1482,260,1179,1686,1607,1373,831,257,862,309,1344,1378,1355,1171,259,2047,1120,1688,1553,263,1056,1479,1480,1434,1974,1396,1991,1416,946,2033,256,1356,1304,1140,960,1178,971,1112,258,1476,1117,274,1610,1343,1676,1286,1718,1481,1020,1976,1477,976,2039,2034,1133,1761,2036,1989,1483,1990,2040,1053,2041,1542,1064,1034,1173,1694,1401,1887,1023,930,1113,1684,2046,1086,1611,2035,1420,1087,1854,1162,1442,2037,1088,1451,950,1287,1446,931,1118,1292,1172,959,1109,1024,1099,1695,1214,2044,1973,1436,1215,2032,1160,2042,1091,1402,1433,1439,1622,1764,1779,1835,283,1414,1876,1143,919,1026,1435,1601,1291,1134,867,868,811,849,852,1090,1145,1327,1391,1404,1431,1449,1452,1677,1763,1934,1980,1804,1821,1693,1415,942,1440,1289,1290,787,1121,1943,933,788,1739,786,1062,1714,1569,1819,1820,1543,850,1310,1713,945,2043,977,1236,1288,1450,1598,1788,806,978,1299,1894,1441,1122,1191,2018,1942,1540,968,1602,1028,851,1608,1491,1463,1305,1195,1634,1044,1202,1641,1646,1200,1799,1497,1432,1797,1487,1201,1537,1530,1852,1466,1386,1464,1658,1803,1919,1851,1198,1510,1196,1509,1136,1655,1467,1152,1197,1388,1637,951,1636,1796,1647,1656,1587,1635,953,1792,1512,1199,1740,1800,1628,1978,1812,1765,1811,1897,1341,1340,1721,1846,1848,1847,1827,1964,2008,1000,777,1244,16,1182,1183,1380,1584,1084,1068,1594,1751,1747,1580,298,311,271,330,331,270,301,272,291,297,276,322,326,285,315,320,269,261,327,336,335,338,314,328,277,302,316,262,312,294,329,293,299,304,288,296,303,325,334,313,310,290,789,332,339,318,289,266,1185,1309,300,800,273,281,795,292,986,295,321,333,284,1544,317,2051,1036,337,254,324,1037,287,940,319,860,796,799,943,797,1539,1663,989,1541,1546,1184,1142,1319,1320,2030,1545,1503,839,1161,1240,1167,1502,1802,1235,1508,1929,1930,1734,1511,1042,1946,1170,1766,1146,2002,1780,1829,1072])).
% 289.81/289.60 cnf(12637,plain,
% 289.81/289.60 (~E(f18(a2,f13(a2,x126371,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2))),f7(a2)),f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)))),
% 289.81/289.60 inference(scs_inference,[],[9674,1583])).
% 289.81/289.60 cnf(12651,plain,
% 289.81/289.60 (~P12(a2,f16(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),x126511),x126511),f7(a2))),
% 289.81/289.60 inference(scs_inference,[],[8917,12168,12337,11917,8877,10451,8908,9674,1583,1612,1369,1361,1348,1263,1223,1219])).
% 289.81/289.60 cnf(12659,plain,
% 289.81/289.60 (~E(f18(a2,x126591,f18(f18(a2,a5,f6(a2)),f6(a2),f35(f35(f17(a2),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))))),f6(a2))),
% 289.81/289.60 inference(scs_inference,[],[9549,8917,7399,12168,9410,11647,12337,11917,8877,10451,8908,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913])).
% 289.81/289.60 cnf(12660,plain,
% 289.81/289.60 (~E(f18(f18(a2,a5,f6(a2)),x126601,f35(f35(f17(a2),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2)))),x126601)),
% 289.81/289.60 inference(rename_variables,[],[11647])).
% 289.81/289.60 cnf(12666,plain,
% 289.81/289.60 (P13(a3,f16(a3,f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),x126661),f35(f35(f21(a3),f18(a3,f7(a3),f7(a3))),f18(a2,x126661,f7(a2)))),f6(a3))),
% 289.81/289.60 inference(scs_inference,[],[9549,8917,7399,12168,9410,4951,11647,12337,11917,8877,10451,8908,12597,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244])).
% 289.81/289.60 cnf(12670,plain,
% 289.81/289.60 (~P13(a1,f35(f35(f17(a1),a113),f18(a1,f7(a1),f12(a1,x126701))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f7(a1),f12(a1,x126701))))),
% 289.81/289.60 inference(scs_inference,[],[9549,12081,8917,7399,12168,9410,4951,10848,11647,12337,11917,8877,10451,8908,12597,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004])).
% 289.81/289.60 cnf(12676,plain,
% 289.81/289.60 (E(f18(a2,f18(a5,f16(a5,f6(a2),x126761),x126761),x126762),x126762)),
% 289.81/289.60 inference(scs_inference,[],[9549,8511,11802,12081,8917,7399,12168,9410,4951,10848,11647,12337,12368,11917,8877,10451,8908,12597,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815])).
% 289.81/289.60 cnf(12677,plain,
% 289.81/289.60 (E(f18(a5,f16(a5,x126771,x126772),x126772),x126771)),
% 289.81/289.60 inference(rename_variables,[],[12368])).
% 289.81/289.60 cnf(12680,plain,
% 289.81/289.60 (~E(f18(f18(a2,a5,f6(a2)),x126801,f35(f35(f17(a2),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2))),f18(a2,f6(f18(a2,a5,f6(a2))),f7(a2)))),x126801)),
% 289.81/289.60 inference(rename_variables,[],[11647])).
% 289.81/289.60 cnf(12687,plain,
% 289.81/289.60 (P13(a2,f7(a2),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))))),
% 289.81/289.60 inference(scs_inference,[],[9549,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,11647,12660,11740,12337,12368,11917,8877,10451,8908,12597,8784,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165])).
% 289.81/289.60 cnf(12692,plain,
% 289.81/289.60 (E(f18(a2,f35(f35(f17(a2),f6(a2)),x126921),f18(a2,f35(f35(f17(a2),f16(a2,x126922,f18(a2,x126922,f6(a2)))),x126921),x126923)),x126923)),
% 289.81/289.60 inference(rename_variables,[],[11521])).
% 289.81/289.60 cnf(12699,plain,
% 289.81/289.60 (P13(a3,f35(f35(f17(a2),f6(a2)),x126991),f18(a3,f35(f35(f17(a2),f6(a2)),x126992),f7(a3)))),
% 289.81/289.60 inference(scs_inference,[],[9549,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,11740,12337,12368,11521,11917,8877,10451,8908,11570,12597,8784,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075])).
% 289.81/289.60 cnf(12708,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f7(a2)),f7(a2)),f6(a2))),
% 289.81/289.60 inference(scs_inference,[],[9549,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,11740,12337,12368,11521,11917,8151,8877,10451,8908,11570,11000,12597,8784,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081])).
% 289.81/289.60 cnf(12711,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x127111)),x127112),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(rename_variables,[],[12361])).
% 289.81/289.60 cnf(12713,plain,
% 289.81/289.60 (~P12(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,x127131,x127132)),x127132),x127131)),
% 289.81/289.60 inference(scs_inference,[],[9549,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,12361,11740,12337,12368,11521,11917,8151,8877,10451,8908,11570,11000,12597,12272,8784,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457])).
% 289.81/289.60 cnf(12719,plain,
% 289.81/289.60 (P12(a2,f35(f35(f17(a2),f18(a2,x127191,f7(a2))),f18(a3,f14(a2,x127192,f18(a2,x127191,f7(a2))),f6(a3))),x127192)),
% 289.81/289.60 inference(rename_variables,[],[11702])).
% 289.81/289.60 cnf(12727,plain,
% 289.81/289.60 (P12(a3,x127271,f12(a3,f16(a3,f35(f35(f17(a3),x127271),f18(a3,f7(a3),f7(a3))),f6(a3))))),
% 289.81/289.60 inference(scs_inference,[],[9549,8132,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,12361,11740,12337,12368,11521,11917,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362])).
% 289.81/289.60 cnf(12729,plain,
% 289.81/289.60 (P12(a2,f18(a2,x127291,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x127292,f6(a2)),f7(a2))),f6(a2)),f18(a2,f18(a2,x127292,f6(a2)),f7(a2)))),x127291)),
% 289.81/289.60 inference(scs_inference,[],[9549,8132,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,12361,11740,12337,12368,11521,11917,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025])).
% 289.81/289.60 cnf(12731,plain,
% 289.81/289.60 (~P13(a1,f6(a1),f35(f35(f17(a1),f18(a5,f16(a5,f6(a1),x127311),x127311)),f18(a5,f16(a5,f6(a1),x127311),x127311)))),
% 289.81/289.60 inference(scs_inference,[],[9549,8132,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,12361,11740,12337,12368,12677,11521,11917,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207])).
% 289.81/289.60 cnf(12732,plain,
% 289.81/289.60 (E(f18(a5,f16(a5,x127321,x127322),x127322),x127321)),
% 289.81/289.60 inference(rename_variables,[],[12368])).
% 289.81/289.60 cnf(12734,plain,
% 289.81/289.60 (~P13(a2,f6(a2),f16(a2,f18(a2,f7(a2),f7(a2)),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))))),
% 289.81/289.60 inference(scs_inference,[],[9549,8132,8511,11802,12081,8917,7399,12168,9410,4951,10848,10759,5477,11647,12660,12361,11740,12337,12368,12677,11521,11917,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357])).
% 289.81/289.60 cnf(12739,plain,
% 289.81/289.60 (E(f18(f18(a2,a5,f6(a2)),x127391,f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x127392),x127392)),x127391)),
% 289.81/289.60 inference(rename_variables,[],[11645])).
% 289.81/289.60 cnf(12741,plain,
% 289.81/289.60 (E(f16(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x127411,f7(a2))),f6(a2)),f18(a2,x127411,f7(a2))),x127412),x127412),f6(a2))),
% 289.81/289.60 inference(scs_inference,[],[9549,8132,8511,11802,12081,8917,7399,12168,12263,9410,4951,10848,10759,5477,11647,12660,11645,12361,11740,12337,12368,12677,11521,11917,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915])).
% 289.81/289.60 cnf(12742,plain,
% 289.81/289.60 (P12(a2,f16(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x127421,f7(a2))),x127422),f18(a2,x127421,f7(a2))),x127423),x127423),x127422)),
% 289.81/289.60 inference(rename_variables,[],[12263])).
% 289.81/289.60 cnf(12745,plain,
% 289.81/289.60 (P12(a1,x127451,f32(a2,f52(f36(x127452,x127453),f35(f35(f17(a1),x127451),f36(x127452,x127453)))))),
% 289.81/289.60 inference(rename_variables,[],[12195])).
% 289.81/289.60 cnf(12747,plain,
% 289.81/289.60 (~E(f18(a2,x127471,f35(f35(f17(a1),a113),f18(a1,f32(a2,f30(f6(a1))),f7(a1)))),f18(a2,x127471,f35(f35(f17(a1),f33(a5,a120)),f18(a1,f32(a2,f30(f6(a1))),f7(a1)))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,11647,12660,11645,12361,11740,12337,12368,12677,11521,11917,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079])).
% 289.81/289.60 cnf(12755,plain,
% 289.81/289.60 (~P13(a3,f6(a3),f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,11917,9606,8151,8877,10451,8908,11570,11702,11000,12597,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029])).
% 289.81/289.60 cnf(12761,plain,
% 289.81/289.60 (~P13(a2,x127611,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x127612,f6(a2)),f7(a2))),f35(f35(f17(a2),f16(a2,x127611,x127613)),f7(a2))),f18(a2,f18(a2,x127612,f6(a2)),f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,11917,9606,8151,8877,10451,8908,11570,11702,11000,12597,10749,12272,12284,8784,9539,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226])).
% 289.81/289.60 cnf(12771,plain,
% 289.81/289.60 (~P13(a2,x127711,f18(a2,f35(f35(f17(a2),f16(a2,x127712,x127712)),x127713),f16(a2,x127711,x127714)))),
% 289.81/289.60 inference(rename_variables,[],[9649])).
% 289.81/289.60 cnf(12779,plain,
% 289.81/289.60 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x127791,x127791)),x127792),f18(a3,f16(a3,x127793,f7(a3)),f7(a3))),x127793)),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,11917,9606,10806,8151,8877,10451,8908,11570,11702,11000,12597,10749,12272,9649,11573,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254])).
% 289.81/289.60 cnf(12780,plain,
% 289.81/289.60 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x127801,x127801)),x127802),f18(a3,x127803,f7(a3))),x127803)),
% 289.81/289.60 inference(rename_variables,[],[11573])).
% 289.81/289.60 cnf(12782,plain,
% 289.81/289.60 (~E(f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))),f7(a2)),f35(f35(f17(a2),f16(a2,f6(a2),f6(a2))),f18(a2,f18(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,11000,12597,10749,12272,9649,11573,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074])).
% 289.81/289.60 cnf(12784,plain,
% 289.81/289.60 (~P13(a2,x127841,f16(a2,f18(a2,f35(f35(f17(a2),f16(a2,x127842,x127842)),x127843),x127841),x127844))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,11000,12597,10749,12272,9649,12771,11573,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460])).
% 289.81/289.60 cnf(12785,plain,
% 289.81/289.60 (~P13(a2,x127851,f18(a2,f35(f35(f17(a2),f16(a2,x127852,x127852)),x127853),f16(a2,x127851,x127854)))),
% 289.81/289.60 inference(rename_variables,[],[9649])).
% 289.81/289.60 cnf(12787,plain,
% 289.81/289.60 (~P13(a2,f18(a2,f30(f32(a2,f16(a2,x127871,x127872))),x127872),x127871)),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,12597,10749,12272,9649,12771,11573,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556])).
% 289.81/289.60 cnf(12788,plain,
% 289.81/289.60 (~P13(a2,f30(f32(a2,x127881)),x127881)),
% 289.81/289.60 inference(rename_variables,[],[5914])).
% 289.81/289.60 cnf(12790,plain,
% 289.81/289.60 (P13(a1,f32(a2,f18(a2,f7(a2),f7(a2))),f32(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12361,11740,9258,12337,12368,12677,11521,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,12597,10749,12272,9649,12771,11573,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130])).
% 289.81/289.60 cnf(12792,plain,
% 289.81/289.60 (P13(a2,x127921,f18(f18(a2,a5,f6(a2)),f18(a2,f18(a2,x127921,x127922),f7(a2)),f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x127923),x127923)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12739,12361,11740,9258,12337,12368,12677,11521,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,12597,10749,12272,9649,12771,11573,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360])).
% 289.81/289.60 cnf(12793,plain,
% 289.81/289.60 (E(f18(f18(a2,a5,f6(a2)),x127931,f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x127932),x127932)),x127931)),
% 289.81/289.60 inference(rename_variables,[],[11645])).
% 289.81/289.60 cnf(12795,plain,
% 289.81/289.60 (~E(f16(a3,f16(a3,x127951,f7(a3)),x127951),f6(a3))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,11645,12739,12361,11740,9258,12337,12368,12677,11521,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,12597,10749,12272,9649,12771,11573,11879,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889])).
% 289.81/289.60 cnf(12800,plain,
% 289.81/289.60 (P13(a2,f6(a2),f35(f35(f17(a2),f7(a2)),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,7908,11645,12739,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,12597,10749,12272,9649,12771,11573,11879,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031])).
% 289.81/289.60 cnf(12802,plain,
% 289.81/289.60 (P13(a1,x128021,f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(x128021),f7(a2)))),f7(a1)))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,7908,11645,12739,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,9575,12597,10749,12272,9649,12771,11573,11879,12284,8784,9539,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468])).
% 289.81/289.60 cnf(12803,plain,
% 289.81/289.60 (P12(a2,x128031,f30(f18(a1,f12(a1,f32(a2,x128031)),f7(a1))))),
% 289.81/289.60 inference(rename_variables,[],[9575])).
% 289.81/289.60 cnf(12809,plain,
% 289.81/289.60 (E(f18(f18(a2,a5,f6(a2)),x128091,f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x128092),x128092)),x128091)),
% 289.81/289.60 inference(rename_variables,[],[11645])).
% 289.81/289.60 cnf(12811,plain,
% 289.81/289.60 (P13(a3,x128111,f18(a3,f12(a3,f16(a3,f6(a3),x128111)),f7(a3)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359])).
% 289.81/289.60 cnf(12814,plain,
% 289.81/289.60 (E(f18(x128141,f35(f35(f17(a2),f6(a2)),x128142),x128143),f18(x128141,f35(f35(f17(a2),f6(a2)),x128144),x128143))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,9410,4951,10848,10759,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25])).
% 289.81/289.60 cnf(12822,plain,
% 289.81/289.60 (P12(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),x128221),f18(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),x128221))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8511,11802,12081,8917,7399,12168,12263,12195,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956])).
% 289.81/289.60 cnf(12827,plain,
% 289.81/289.60 (P13(a2,x128271,f18(a2,f18(a3,f14(a2,f35(f35(f17(a2),f7(a2)),x128271),f7(a2)),f6(a3)),f7(a2)))),
% 289.81/289.60 inference(rename_variables,[],[12287])).
% 289.81/289.60 cnf(12829,plain,
% 289.81/289.60 (E(f16(x128291,f35(f35(f17(a2),f6(a2)),x128292),x128293),f16(x128291,f35(f35(f17(a2),f6(a2)),x128294),x128293))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8429,8511,11802,12081,8917,7399,12168,12263,12195,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,12287,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15])).
% 289.81/289.60 cnf(12830,plain,
% 289.81/289.60 (P13(a2,x128301,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,f18(a2,x128301,x128302),f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8429,8511,11802,12081,8917,7399,12168,12263,12195,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,12287,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350])).
% 289.81/289.60 cnf(12831,plain,
% 289.81/289.60 (P13(a2,x128311,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x128311,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.60 inference(rename_variables,[],[11812])).
% 289.81/289.60 cnf(12833,plain,
% 289.81/289.60 (P13(a2,x128331,f52(f18(a1,f7(a1),f12(a1,x128332)),f35(f35(f17(a1),f32(a2,x128331)),f18(a1,f7(a1),f12(a1,x128332)))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8429,8511,11802,12081,8917,7399,12168,12263,12195,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157])).
% 289.81/289.60 cnf(12834,plain,
% 289.81/289.60 (P13(a1,x128341,f32(a2,f52(f18(a1,f7(a1),f12(a1,x128342)),f35(f35(f17(a1),x128341),f18(a1,f7(a1),f12(a1,x128342))))))),
% 289.81/289.60 inference(rename_variables,[],[10910])).
% 289.81/289.60 cnf(12840,plain,
% 289.81/289.60 (E(f35(f35(f35(f17(a2),f6(a2)),x128401),x128402),f35(f35(f35(f17(a2),f6(a2)),x128403),x128402))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,8429,8511,11802,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7])).
% 289.81/289.60 cnf(12841,plain,
% 289.81/289.60 (~E(f18(a1,f12(a1,a113),f7(a1)),f33(a5,a120))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,8429,8511,11802,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807])).
% 289.81/289.60 cnf(12844,plain,
% 289.81/289.60 (P13(a2,x128441,f18(a2,f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),f16(a2,x128442,x128442)),x128443),x128441),f35(f35(f17(a2),x128442),x128443)),f7(a2)),x128444))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,8429,8511,11802,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,9258,12337,12368,12677,11521,12180,8962,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10912,10898,10356,9674,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673])).
% 289.81/289.60 cnf(12853,plain,
% 289.81/289.60 (~P72(f35(f35(f17(a1),f7(a1)),f16(a2,f14(a2,f18(a2,x128531,f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),x128531)))),
% 289.81/289.60 inference(rename_variables,[],[8710])).
% 289.81/289.60 cnf(12854,plain,
% 289.81/289.60 (~P13(a2,x128541,f18(a3,f6(a3),f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[9655])).
% 289.81/289.60 cnf(12857,plain,
% 289.81/289.60 (~P72(f35(f35(f17(a1),f7(a1)),f16(a2,f14(a2,f18(a2,x128571,f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),x128571)))),
% 289.81/289.60 inference(rename_variables,[],[8710])).
% 289.81/289.60 cnf(12864,plain,
% 289.81/289.60 (P14(a1,f16(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))),f6(f112(a1))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,8429,8511,11802,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,12519,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10912,10898,10356,9655,12854,9674,6795,352,8710,12853,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208])).
% 289.81/289.60 cnf(12866,plain,
% 289.81/289.60 (~P14(a1,f16(f112(a1),f6(f112(a1)),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,8429,8511,11802,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,12519,12515,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10912,10898,10356,9655,12854,9674,6795,352,8710,12853,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321])).
% 289.81/289.60 cnf(12868,plain,
% 289.81/289.60 (P16(a2,f35(f17(a2),f35(f35(f17(a2),f6(a2)),x128681)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,8429,8511,11802,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,12519,12515,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,8784,9539,10912,10898,10356,10279,9655,12854,9674,6795,352,8710,12853,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469])).
% 289.81/289.60 cnf(12869,plain,
% 289.81/289.60 (P12(a2,f35(f35(f17(a2),f35(f35(f17(a2),f6(a2)),x128691)),x128692),f35(f35(f17(a2),f35(f35(f17(a2),f6(a2)),x128691)),x128693))),
% 289.81/289.60 inference(rename_variables,[],[10279])).
% 289.81/289.60 cnf(12875,plain,
% 289.81/289.60 (P13(a3,x128751,f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),x128751),f18(a3,f7(a3),f7(a3))),f6(a3))),f7(a3)))),
% 289.81/289.60 inference(rename_variables,[],[12284])).
% 289.81/289.60 cnf(12884,plain,
% 289.81/289.60 (P12(a1,x128841,f35(f35(f17(a1),f32(a2,f52(f36(x128842,x128843),x128841))),f36(x128842,x128843)))),
% 289.81/289.60 inference(rename_variables,[],[11605])).
% 289.81/289.60 cnf(12887,plain,
% 289.81/289.60 (P12(a1,x128871,f35(f35(f17(a1),f32(a2,f52(f36(x128872,x128873),x128871))),f36(x128872,x128873)))),
% 289.81/289.60 inference(rename_variables,[],[11605])).
% 289.81/289.60 cnf(12891,plain,
% 289.81/289.60 (E(x128911,f18(a3,f18(a1,f35(f35(f17(a1),f16(a1,x128912,x128912)),x128913),x128911),f6(a3)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,10871,12519,12515,11917,9606,10806,8151,8877,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,8784,2674,9539,10912,10898,10356,10279,9655,12854,9674,6795,6292,363,352,5693,10184,10186,8710,12853,378,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118])).
% 289.81/289.60 cnf(12896,plain,
% 289.81/289.60 (P12(f112(a3),f16(f112(a3),f18(a1,f32(a2,x128961),f32(a2,x128962)),f32(a2,f18(a2,x128961,x128962))),f6(f112(a3)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9410,4951,10848,10759,4933,5477,10605,11647,12660,7908,11645,12739,12793,12361,11740,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,10871,12519,12515,11917,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,8784,2674,9838,9539,10912,10898,10356,10279,9655,12854,9674,6795,6292,2676,363,352,5693,10184,10186,8710,12853,378,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291])).
% 289.81/289.60 cnf(12904,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f18(a2,x129041,f7(a2))),f18(a2,x129041,f7(a2))),x129041)),
% 289.81/289.60 inference(rename_variables,[],[7741])).
% 289.81/289.60 cnf(12913,plain,
% 289.81/289.60 (E(f14(f112(f18(a2,a5,f6(a2))),f35(f35(f17(f112(f18(a2,a5,f6(a2)))),x129131),f18(a2,f18(a2,f6(f112(f18(a2,a5,f6(a2)))),x129132),f7(a2))),f18(a2,f18(a2,f6(f112(f18(a2,a5,f6(a2)))),x129132),f7(a2))),x129131)),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9410,11068,4951,7741,12904,2262,10848,10759,4933,5477,10605,10345,11647,12660,7908,9660,11645,12739,12793,12809,12361,11740,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,10871,12519,12515,11917,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,8784,2674,9838,12581,9539,10912,10898,10356,10279,9655,12854,6018,9674,6795,6292,2676,6225,363,352,5693,12413,10184,10186,10188,10552,8710,12853,378,2572,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090])).
% 289.81/289.60 cnf(12925,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,x129251,f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,x129251,f6(a2)),f6(a2)),f7(a2))),x129251)),
% 289.81/289.60 inference(rename_variables,[],[11495])).
% 289.81/289.60 cnf(12930,plain,
% 289.81/289.60 (~P13(a2,f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2)))),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2))))),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9410,11068,4951,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,10871,12519,12515,11917,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,11791,8784,2674,9838,12581,9539,10912,10898,10356,10279,9655,12854,8521,8057,6018,9674,6795,6292,2676,6225,363,352,438,5693,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,420,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451])).
% 289.81/289.60 cnf(12931,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x129311)),x129312),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(rename_variables,[],[12361])).
% 289.81/289.60 cnf(12934,plain,
% 289.81/289.60 (P13(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9410,11068,4951,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,10871,12519,12515,11917,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,11791,8784,2674,9838,12581,9539,10912,10898,10356,10279,9655,12854,8521,8057,6018,9674,6795,6292,2676,6225,363,352,438,5693,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,420,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959])).
% 289.81/289.60 cnf(12939,plain,
% 289.81/289.60 (P12(a3,f6(a3),f35(f35(f17(a3),x129391),x129391))),
% 289.81/289.60 inference(rename_variables,[],[11010])).
% 289.81/289.60 cnf(12947,plain,
% 289.81/289.60 (P13(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f35(f35(f21(f18(a2,f6(a2),a1)),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1)))),f18(a2,x129471,f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9410,11068,4951,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12368,12677,11521,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,11791,8784,2674,9838,9840,12110,12581,9539,10912,10898,10356,10279,9655,12854,8521,8057,6018,9674,11010,6795,6292,2676,6225,3678,363,352,438,5693,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,420,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693])).
% 289.81/289.60 cnf(12950,plain,
% 289.81/289.60 (~P12(a2,f18(a2,f35(f35(f17(a2),x129501),x129501),f7(a2)),x129501)),
% 289.81/289.60 inference(rename_variables,[],[6730])).
% 289.81/289.60 cnf(12960,plain,
% 289.81/289.60 (~P12(a3,f18(a3,f6(a3),f7(a3)),f18(a3,f35(f35(f17(a3),f16(a3,x129601,x129601)),x129602),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,12195,12745,11683,9289,9410,11068,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,11521,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,9539,10912,10898,10356,10279,9655,12854,8521,8057,6018,9674,11010,6795,3689,6292,2676,6225,3678,363,352,438,5693,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,420,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044])).
% 289.81/289.60 cnf(12961,plain,
% 289.81/289.60 (~P12(a3,f18(a3,x129611,f18(a3,f6(a3),f7(a3))),f18(a3,x129611,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.60 inference(rename_variables,[],[9289])).
% 289.81/289.60 cnf(12972,plain,
% 289.81/289.60 (P12(a1,x129721,f18(a2,x129721,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[11407])).
% 289.81/289.60 cnf(12981,plain,
% 289.81/289.60 (~P12(a2,f18(a2,x129811,f18(a2,f18(a2,x129812,f18(a2,f6(a2),f7(a2))),x129813)),x129813)),
% 289.81/289.60 inference(rename_variables,[],[10973])).
% 289.81/289.60 cnf(12985,plain,
% 289.81/289.60 (~P12(a2,f16(a2,f18(a2,f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))),x129851),x129851),f16(a2,f18(a2,f7(a2),f7(a2)),f18(a2,f7(a2),f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,9596,11521,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12272,9649,12771,11573,12333,10910,12287,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,11962,12578,9539,10912,10898,10356,10279,9655,12854,8521,8057,6018,9674,11010,6795,3689,6292,2676,6225,3678,363,352,438,5693,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,467,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172])).
% 289.81/289.60 cnf(12986,plain,
% 289.81/289.60 (P12(a2,x129861,f16(a2,f18(a2,x129861,x129862),x129862))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(12991,plain,
% 289.81/289.60 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x129911,x129911)),x129912),f18(a3,x129913,f7(a3))),x129913)),
% 289.81/289.60 inference(rename_variables,[],[11510])).
% 289.81/289.60 cnf(12995,plain,
% 289.81/289.60 (P13(a2,f18(a2,f35(f35(f17(a2),f16(a2,f32(a2,x129951),f12(a1,f32(a2,x129951)))),x129952),x129953),f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),f32(a2,x129951)),x129952),x129953),x129954),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,8309,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,12732,9596,11521,11510,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,11962,12578,9539,10912,10898,10356,10279,9655,12854,8521,8057,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,363,352,438,5693,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,467,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035])).
% 289.81/289.60 cnf(13001,plain,
% 289.81/289.60 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x130011,x130011)),x130012),f18(a3,x130013,f7(a3))),x130013)),
% 289.81/289.60 inference(rename_variables,[],[11510])).
% 289.81/289.60 cnf(13005,plain,
% 289.81/289.60 (~E(f18(f18(a2,a1,f6(a2)),f35(f35(f17(f18(a2,a1,f6(a2))),f18(a3,f35(f35(f17(a3),f16(a3,x130051,x130051)),x130052),f18(a3,f6(f18(a2,a1,f6(a2))),f7(a3)))),f18(a3,f35(f35(f17(a3),f16(a3,x130051,x130051)),x130052),f18(a3,f6(f18(a2,a1,f6(a2))),f7(a3)))),f35(f35(f17(f18(a2,a1,f6(a2))),x130053),x130053)),f6(f18(a2,a1,f6(a2))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,8309,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,12732,9596,11521,11510,12991,13001,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,11962,12578,9539,10912,10898,8370,10356,10279,9655,12854,8521,8057,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,363,352,438,5693,11242,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,2648,467,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602])).
% 289.81/289.60 cnf(13007,plain,
% 289.81/289.60 (~P13(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))),f6(f112(a1)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,8309,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,12732,9596,11521,11510,12991,13001,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,11962,12578,9539,10912,10898,8370,10356,10279,9655,12854,8521,8057,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,2680,363,352,438,5693,11242,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,2572,2648,467,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113])).
% 289.81/289.60 cnf(13016,plain,
% 289.81/289.60 (~P12(f117(x130161,a2),f35(f21(a2),f18(a2,f16(a2,f6(a2),x130162),f7(a2))),f35(f21(a2),f16(a2,f6(a2),x130162)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,4128,8309,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,11962,12559,12578,9539,10912,10898,8802,8370,10356,10279,7605,9655,12854,8521,8057,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,2680,363,352,438,5693,11242,11217,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229])).
% 289.81/289.60 cnf(13018,plain,
% 289.81/289.60 (~P12(f112(a3),f18(f112(a3),f35(f35(f17(f112(a3)),x130181),x130181),f35(f35(f17(f112(a3)),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2)))),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))))),f6(f112(a3)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,4128,8309,4951,6730,6163,7741,12904,2262,2260,10848,10759,4933,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,11791,8784,2674,9838,9840,11885,12110,12581,11962,12559,12578,9539,10912,10898,8802,8370,10356,10279,7605,9655,12854,8521,8057,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,2680,363,352,438,5693,11242,11217,12413,11231,10184,10186,10188,10552,11219,8710,12853,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942])).
% 289.81/289.60 cnf(13023,plain,
% 289.81/289.60 (~P12(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),x130231),f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),x130231))),
% 289.81/289.60 inference(rename_variables,[],[11683])).
% 289.81/289.60 cnf(13038,plain,
% 289.81/289.60 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),x130381))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,4128,8309,4951,6730,6163,12986,7741,12904,2262,2260,10848,10759,4933,539,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9494,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,9055,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,8962,10871,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12981,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,8784,2674,9838,9840,11885,12110,12581,11962,12559,12578,9539,10223,10912,10898,8802,8370,10356,10279,7605,9655,12854,8521,8057,6389,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,2680,363,352,438,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,8710,12853,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217])).
% 289.81/289.60 cnf(13039,plain,
% 289.81/289.60 (~E(f18(a2,f18(a3,f6(a2),f7(a3)),x130391),f6(a2))),
% 289.81/289.60 inference(rename_variables,[],[6389])).
% 289.81/289.60 cnf(13044,plain,
% 289.81/289.60 (E(f14(f112(f18(a2,a5,f6(a2))),f35(f35(f17(f112(f18(a2,a5,f6(a2)))),f18(a2,f18(a2,f6(f112(f18(a2,a5,f6(a2)))),x130441),f7(a2))),x130442),f18(a2,f18(a2,f6(f112(f18(a2,a5,f6(a2)))),x130441),f7(a2))),x130442)),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,9410,11068,4128,8309,4951,6730,6163,12986,7741,12904,2262,2260,10848,10759,4933,539,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9494,9660,11645,12739,12793,12809,12361,12711,11740,11495,12925,10369,9258,10761,12337,12182,12013,9055,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,8962,10871,5198,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,11702,5914,11000,9575,12803,12597,10749,10973,12981,12272,9649,12771,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,8784,2674,9838,9840,11885,12110,12581,11962,12559,12578,9539,10223,10912,10898,8802,8370,10356,10279,7605,9655,12854,8521,8057,6389,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,2680,363,352,438,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,8710,12853,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091])).
% 289.81/289.60 cnf(13049,plain,
% 289.81/289.60 (P13(a2,x130491,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x130491,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.60 inference(rename_variables,[],[11812])).
% 289.81/289.60 cnf(13054,plain,
% 289.81/289.60 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x130541,x130542)),x130543),f18(a3,f35(f35(f17(a3),f16(a3,x130542,x130541)),x130543),x130544)),x130544)),
% 289.81/289.60 inference(rename_variables,[],[11530])).
% 289.81/289.60 cnf(13057,plain,
% 289.81/289.60 (~P12(a3,f18(a3,x130571,f18(a3,f6(a3),f7(a3))),f18(a3,x130571,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))))),
% 289.81/289.60 inference(rename_variables,[],[9289])).
% 289.81/289.60 cnf(13067,plain,
% 289.81/289.60 (~E(f18(a2,f18(a2,x130671,f7(a2)),x130672),x130671)),
% 289.81/289.60 inference(rename_variables,[],[2260])).
% 289.81/289.60 cnf(13070,plain,
% 289.81/289.60 (E(f16(f112(a1),f20(f6(a1)),f6(a2)),f6(f112(a1)))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,9410,11068,4128,8309,4951,6730,6163,12986,7741,12904,2262,2260,10848,10759,4933,539,5477,10605,10345,10622,11392,12485,5699,11998,11647,12660,12680,7908,9494,5529,9660,11645,12739,12793,12809,12361,12711,6863,11740,11495,12925,10369,9258,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,8962,10871,5198,12519,12515,11917,12329,9606,10806,8151,8877,8726,10451,8908,11570,11812,12831,11702,5914,11000,9575,12803,12597,10749,10973,12981,12272,9649,12771,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,12581,11962,12559,12578,9539,10223,10912,10898,8802,11337,8370,10356,10279,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,6795,3689,9051,6292,2676,6225,3678,2680,363,352,438,11269,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850])).
% 289.81/289.60 cnf(13075,plain,
% 289.81/289.60 (P13(a2,x130751,f30(f18(a1,f12(a1,f18(a1,f32(a2,x130751),f7(a1))),f7(a1))))),
% 289.81/289.60 inference(rename_variables,[],[11561])).
% 289.81/289.60 cnf(13080,plain,
% 289.81/289.60 (P12(a3,f6(a3),f35(f35(f17(a3),x130801),x130801))),
% 289.81/289.60 inference(rename_variables,[],[11010])).
% 289.81/289.60 cnf(13083,plain,
% 289.81/289.60 (P13(a1,f16(a1,x130831,f18(a1,f32(a2,f30(f12(a1,f16(a1,x130832,x130831)))),f7(a1))),x130832)),
% 289.81/289.60 inference(rename_variables,[],[7203])).
% 289.81/289.60 cnf(13107,plain,
% 289.81/289.60 (P12(a1,f6(a1),f35(f35(f17(a1),x131071),x131071))),
% 289.81/289.60 inference(rename_variables,[],[3123])).
% 289.81/289.60 cnf(13114,plain,
% 289.81/289.60 (P13(a1,f16(a1,x131141,f18(a1,f32(a2,f30(f12(a1,f16(a1,x131142,x131141)))),f7(a1))),x131142)),
% 289.81/289.60 inference(rename_variables,[],[7203])).
% 289.81/289.60 cnf(13117,plain,
% 289.81/289.60 (~P13(a2,x131171,f18(a2,f35(f35(f17(a2),f16(a2,x131172,x131172)),x131173),f16(a2,x131171,x131174)))),
% 289.81/289.60 inference(rename_variables,[],[9649])).
% 289.81/289.60 cnf(13121,plain,
% 289.81/289.60 (P13(f18(a2,f6(a2),a1),x131211,f18(f18(a2,f6(a2),a1),x131211,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.60 inference(rename_variables,[],[10622])).
% 289.81/289.60 cnf(13125,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),x131251),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x131252)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(rename_variables,[],[12358])).
% 289.81/289.60 cnf(13127,plain,
% 289.81/289.60 (P12(f18(a2,f6(a2),a1),x131271,f18(f18(a2,f6(a2),a1),x131271,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.60 inference(scs_inference,[],[6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,11068,8937,4128,8309,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10622,13121,11392,12485,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,6863,12358,11740,11495,12925,10369,9258,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,5914,11000,9575,12803,11561,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,9051,3407,3679,7203,13083,6292,3409,2676,6225,3123,3678,2680,363,352,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2646,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034])).
% 289.81/289.60 cnf(13132,plain,
% 289.81/289.60 (P13(a2,x131321,f30(f18(a1,f12(a1,f18(a1,f32(a2,x131321),f7(a1))),f7(a1))))),
% 289.81/289.60 inference(rename_variables,[],[11561])).
% 289.81/289.60 cnf(13134,plain,
% 289.81/289.60 (P13(a1,f16(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120)),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113)),f6(a1))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,11068,8937,4128,8309,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10622,13121,11392,12485,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,6863,12358,11740,11495,12925,10369,9258,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11510,12991,13001,12180,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,5914,11000,9575,12803,11561,13075,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,9051,3407,3679,7203,13083,6292,3409,2676,6225,3123,3678,2680,363,421,352,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2646,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292])).
% 289.81/289.60 cnf(13136,plain,
% 289.81/289.60 (E(f18(a2,f6(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x131361)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,11068,8937,4128,8309,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10622,13121,11392,12485,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,6863,12358,13125,11740,11495,12925,10369,9258,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,5914,11000,9575,12803,11561,13075,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,9051,3407,3679,7203,13083,6292,3409,2676,6225,3123,3678,2680,363,421,352,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2646,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344])).
% 289.81/289.60 cnf(13138,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),x131381),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x131382)),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(rename_variables,[],[12358])).
% 289.81/289.60 cnf(13144,plain,
% 289.81/289.60 (P12(a2,x131441,f16(a2,f18(a2,x131441,x131442),x131442))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13148,plain,
% 289.81/289.60 (~P12(a1,f18(a1,f12(a1,a113),f7(a1)),f18(a1,f35(f35(f17(a1),f16(a1,x131481,x131481)),x131482),f33(a5,a120)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,8309,7812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10622,13121,11392,12485,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,6863,12358,13125,11740,11495,12925,10369,9258,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,6292,3409,2676,6225,3123,3678,2680,363,421,397,352,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2646,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171])).
% 289.81/289.60 cnf(13153,plain,
% 289.81/289.60 (P12(f18(a2,a1,f6(a2)),f20(f6(a1)),f6(a2))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,8309,7812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,6863,12358,13125,11740,11495,12925,10369,9258,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,6292,3409,2676,6225,3671,3123,3678,2680,363,421,397,352,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2646,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831])).
% 289.81/289.60 cnf(13160,plain,
% 289.81/289.60 (P12(a1,x131601,f18(a1,f32(a2,f30(f12(a1,x131601))),f7(a1)))),
% 289.81/289.60 inference(rename_variables,[],[10812])).
% 289.81/289.60 cnf(13161,plain,
% 289.81/289.60 (~E(f18(a1,f32(a2,x131611),f7(a1)),f6(a1))),
% 289.81/289.60 inference(rename_variables,[],[4281])).
% 289.81/289.60 cnf(13167,plain,
% 289.81/289.60 (P13(a3,f14(a3,f18(a3,f18(a3,f7(a3),f7(a3)),f18(a3,f7(a3),f7(a3))),f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))),f6(a3))),f7(a3))),f18(a3,f18(a3,f7(a3),f7(a3)),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,6863,12358,13125,11740,11495,12925,10369,9258,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,4281,6292,3409,2676,6225,3671,3123,3678,2680,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2646,376,378,345,2572,2648,467,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431])).
% 289.81/289.60 cnf(13168,plain,
% 289.81/289.60 (P13(a3,x131681,f18(a3,f12(a3,f16(a3,f35(f35(f17(a3),x131681),f18(a3,f7(a3),f7(a3))),f6(a3))),f7(a3)))),
% 289.81/289.60 inference(rename_variables,[],[12284])).
% 289.81/289.60 cnf(13175,plain,
% 289.81/289.60 (~E(f18(a1,x131751,a113),f18(a1,x131751,f33(a5,a120)))),
% 289.81/289.60 inference(rename_variables,[],[9549])).
% 289.81/289.60 cnf(13181,plain,
% 289.81/289.60 (P12(a2,f35(f35(f17(a2),f18(a2,x131811,f7(a2))),f18(a3,f14(a2,x131812,f18(a2,x131811,f7(a2))),f6(a3))),x131812)),
% 289.81/289.60 inference(rename_variables,[],[11702])).
% 289.81/289.60 cnf(13182,plain,
% 289.81/289.60 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x131821)),x131822),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(rename_variables,[],[12361])).
% 289.81/289.60 cnf(13184,plain,
% 289.81/289.60 (~P13(f18(a2,a1,f6(a2)),f6(a2),f20(f6(a1)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,6480,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,4281,6292,3409,2676,6225,3671,3123,3678,2680,2285,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2632,2646,376,378,345,2572,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105])).
% 289.81/289.60 cnf(13186,plain,
% 289.81/289.60 (~P12(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x131861,f7(f18(a2,f6(a2),a1))),x131861)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,6480,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,3409,2676,6225,3671,3123,3678,2680,2285,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2632,2646,376,378,345,2572,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112])).
% 289.81/289.60 cnf(13188,plain,
% 289.81/289.60 (~E(x131881,f18(f18(a2,f6(a2),a1),x131881,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,6480,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,3409,2676,6225,3671,3123,3678,2680,2285,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10162,8710,12853,2632,2646,376,378,345,2572,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930])).
% 289.81/289.60 cnf(13191,plain,
% 289.81/289.60 (E(f35(x131911,f71(f35(x131911,f6(a2)),x131911,f6(a2))),f35(x131911,f6(a2)))),
% 289.81/289.60 inference(rename_variables,[],[4404])).
% 289.81/289.60 cnf(13197,plain,
% 289.81/289.60 (~P13(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f6(f18(a2,f6(a2),a1))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,2572,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036])).
% 289.81/289.60 cnf(13200,plain,
% 289.81/289.60 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x132001,x132001)),x132002),f18(a3,x132003,f7(a3))),x132003)),
% 289.81/289.60 inference(rename_variables,[],[11573])).
% 289.81/289.60 cnf(13202,plain,
% 289.81/289.60 (~P12(a2,f18(a2,f35(f35(f17(a2),x132021),x132022),f18(a2,f35(f35(f17(a2),f16(a2,x132021,x132021)),x132022),f18(a2,f18(a2,x132023,f7(a2)),x132024))),x132024)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12780,7570,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477])).
% 289.81/289.60 cnf(13205,plain,
% 289.81/289.60 (~P12(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x132051,f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1)))),f18(f18(a2,f6(a2),a1),x132051,f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f6(f18(a2,f6(a2),a1)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,11573,12780,7570,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,3676,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684])).
% 289.81/289.60 cnf(13209,plain,
% 289.81/289.60 (P13(a2,x132091,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x132091,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.60 inference(rename_variables,[],[11812])).
% 289.81/289.60 cnf(13213,plain,
% 289.81/289.60 (~P13(a3,f18(a3,f35(f35(f17(a3),x132131),x132132),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x132133,x132133),x132131)),x132132),x132134)),x132134)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,11762,11510,12991,13001,12180,7884,11956,9708,8962,10871,5198,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11573,12780,7570,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,3676,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480])).
% 289.81/289.60 cnf(13217,plain,
% 289.81/289.60 (E(x132171,f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),x132171))),
% 289.81/289.60 inference(rename_variables,[],[8914])).
% 289.81/289.60 cnf(13226,plain,
% 289.81/289.60 (P13(a2,f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f18(a3,f14(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f6(a3))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11573,12780,7570,12333,10910,12287,12827,11879,12284,12875,9551,11791,12292,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,3676,9674,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023])).
% 289.81/289.60 cnf(13243,plain,
% 289.81/289.60 (~P13(f112(a1),f12(f112(a1),f16(f112(a1),f18(f112(a1),f19(f112(a1),f35(f35(f17(f112(a1)),f18(a2,x132431,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x132431,f18(a2,f6(f112(a1)),f7(a2))))),x132432),f6(f112(a1)))),x132432)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853])).
% 289.81/289.60 cnf(13245,plain,
% 289.81/289.60 (~P13(a3,f16(a3,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x132451,x132451)),x132452),x132453),f7(a3)),f7(a3)),x132453)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,421,397,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,2632,2646,376,378,345,469,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481])).
% 289.81/289.60 cnf(13250,plain,
% 289.81/289.60 (E(f18(a2,f6(a2),f7(a2)),f18(a2,f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,421,397,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356])).
% 289.81/289.60 cnf(13254,plain,
% 289.81/289.60 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x132541,x132541)),x132542),f18(a3,x132543,f7(a3))),x132543)),
% 289.81/289.60 inference(rename_variables,[],[11510])).
% 289.81/289.60 cnf(13256,plain,
% 289.81/289.60 (P12(a1,f31(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f31(f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971])).
% 289.81/289.60 cnf(13258,plain,
% 289.81/289.60 (~P13(a2,f35(f35(f22(x132581,f18(a2,x132582,f16(a2,f18(a2,x132583,x132584),x132584)),x132585),x132586),f6(a2)),x132583)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482])).
% 289.81/289.60 cnf(13259,plain,
% 289.81/289.60 (~P13(a2,f18(a2,f35(f35(f22(x132591,f18(a2,x132592,f16(a2,x132593,x132594)),x132595),x132596),f6(a2)),x132594),x132593)),
% 289.81/289.60 inference(rename_variables,[],[9589])).
% 289.81/289.60 cnf(13261,plain,
% 289.81/289.60 (~E(f33(a5,a120),f18(a1,f35(f35(f17(a1),f16(a1,x132611,x132611)),x132612),a113))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,11740,11495,12925,10369,9258,8858,10736,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989])).
% 289.81/289.60 cnf(13262,plain,
% 289.81/289.60 (~E(f18(a1,x132621,a113),f18(a1,x132621,f33(a5,a120)))),
% 289.81/289.60 inference(rename_variables,[],[9549])).
% 289.81/289.60 cnf(13267,plain,
% 289.81/289.60 (P12(a2,f16(a2,f6(a2),x132671),x132672)),
% 289.81/289.60 inference(rename_variables,[],[8260])).
% 289.81/289.60 cnf(13270,plain,
% 289.81/289.60 (E(f103(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f6(a2)),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x132701))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,8260,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343])).
% 289.81/289.60 cnf(13274,plain,
% 289.81/289.60 (~P12(a2,f35(f35(f17(a2),f18(a2,x132741,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))))),f18(a2,x132741,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))))),x132741)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,8260,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607])).
% 289.81/289.60 cnf(13281,plain,
% 289.81/289.60 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x132811,x132811)),x132812),f18(a3,x132813,f7(a3))),x132813)),
% 289.81/289.60 inference(rename_variables,[],[11510])).
% 289.81/289.60 cnf(13283,plain,
% 289.81/289.60 (~P13(a1,f7(a1),f32(a2,f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,11645,12739,12793,12809,12361,12711,12931,13182,6863,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,11549,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,7605,9655,12854,10632,6480,8521,8057,8260,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,3161,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304])).
% 289.81/289.60 cnf(13290,plain,
% 289.81/289.60 (P13(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f18(a2,f6(a2),f110(f6(a2),f14(a2,f18(a2,f6(a2),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),f35(f17(a1),f7(a1)))),f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,4100,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,11549,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,8260,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,603,3161,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761])).
% 289.81/289.60 cnf(13293,plain,
% 289.81/289.60 (P13(a2,f35(f35(f17(a2),f7(a2)),f6(a2)),f18(a2,f16(a2,f35(f35(f17(a2),f7(a2)),f7(a2)),f7(a2)),f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,4100,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,11549,10746,12287,12827,11879,12284,12875,9551,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,8260,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,603,3161,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257])).
% 289.81/289.60 cnf(13300,plain,
% 289.81/289.60 (P12(a2,f16(a2,f6(a2),x133001),x133002)),
% 289.81/289.60 inference(rename_variables,[],[8260])).
% 289.81/289.60 cnf(13304,plain,
% 289.81/289.60 (P12(a2,f16(a2,f6(a2),x133041),x133042)),
% 289.81/289.60 inference(rename_variables,[],[8260])).
% 289.81/289.60 cnf(13307,plain,
% 289.81/289.60 (P13(f112(a1),f18(f112(a1),f35(f35(f17(f112(a1)),x133071),f16(f112(a1),x133072,x133071)),f6(f112(a1))),f18(f112(a1),f35(f35(f17(f112(a1)),x133072),f16(f112(a1),x133072,x133071)),f35(f35(f17(f112(a1)),f18(a2,x133073,f18(a2,f6(f112(a1)),f7(a2)))),f18(a2,x133073,f18(a2,f6(f112(a1)),f7(a2))))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,4100,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,8260,13267,13300,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,603,3161,2285,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045])).
% 289.81/289.60 cnf(13312,plain,
% 289.81/289.60 (~P13(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x133121,f7(f18(a2,f6(a2),a1))),x133121)),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,4100,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,8260,13267,13300,6389,3139,6018,2084,3676,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114])).
% 289.81/289.60 cnf(13317,plain,
% 289.81/289.60 (~P12(a2,f52(f36(x133171,x133172),f35(f35(f17(a1),f18(a1,f12(a1,f6(a1)),f7(a1))),f36(x133171,x133172))),f30(f18(a1,f12(a1,f6(a1)),f7(a1))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,4100,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610])).
% 289.81/289.60 cnf(13323,plain,
% 289.81/289.60 (E(x133231,f18(a1,f16(a1,x133232,x133232),x133231))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,12586,4100,11068,8937,4128,11363,8309,7812,10812,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056])).
% 289.81/289.60 cnf(13334,plain,
% 289.81/289.60 (P13(f18(a2,f6(a2),a1),x133341,f18(f18(a2,f6(a2),a1),x133341,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.60 inference(rename_variables,[],[10622])).
% 289.81/289.60 cnf(13335,plain,
% 289.81/289.60 (~P12(a3,f18(a3,f35(f35(f17(a3),x133351),x133352),f35(f35(f17(a3),f7(a3)),f7(a3))),f18(a3,f35(f35(f17(a3),x133353),x133352),f18(a3,f35(f35(f17(a3),f16(a3,x133351,x133353)),x133352),f35(f35(f17(a3),f7(a3)),f6(a3)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038])).
% 289.81/289.60 cnf(13340,plain,
% 289.81/289.60 (P12(a1,x133401,f32(a2,f30(f12(a1,f18(a1,x133401,f7(a1))))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686])).
% 289.81/289.60 cnf(13341,plain,
% 289.81/289.60 (P12(a1,x133411,f18(a1,f32(a2,f30(f12(a1,x133411))),f7(a1)))),
% 289.81/289.60 inference(rename_variables,[],[10812])).
% 289.81/289.60 cnf(13343,plain,
% 289.81/289.60 (P9(f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),f112(a1)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,11762,11510,12991,13001,13254,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323])).
% 289.81/289.60 cnf(13344,plain,
% 289.81/289.60 (E(x133441,f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),x133441))),
% 289.81/289.60 inference(rename_variables,[],[8914])).
% 289.81/289.60 cnf(13345,plain,
% 289.81/289.60 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x133451,x133451)),x133452),f7(a3)),f6(a3))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861])).
% 289.81/289.60 cnf(13346,plain,
% 289.81/289.60 (~E(f18(a3,f35(f35(f17(a3),f16(a3,x133461,x133461)),x133462),f18(a3,x133463,f7(a3))),x133463)),
% 289.81/289.60 inference(rename_variables,[],[11510])).
% 289.81/289.60 cnf(13348,plain,
% 289.81/289.60 (P12(a2,f16(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x133481,f7(a2))),f20(f6(a1))),f18(a2,x133481,f7(a2))),x133482),x133482),f6(a2))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260])).
% 289.81/289.60 cnf(13349,plain,
% 289.81/289.60 (P12(a2,f16(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x133491,f7(a2))),x133492),f18(a2,x133491,f7(a2))),x133493),x133493),x133492)),
% 289.81/289.60 inference(rename_variables,[],[12263])).
% 289.81/289.60 cnf(13350,plain,
% 289.81/289.60 (P14(f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),a3),f23(a3,f7(a3),f18(a3,f6(f112(a3)),f6(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274])).
% 289.81/289.60 cnf(13353,plain,
% 289.81/289.60 (E(x133531,f18(a3,f35(f35(f17(a3),f16(a3,x133532,x133532)),x133533),x133531))),
% 289.81/289.60 inference(rename_variables,[],[6709])).
% 289.81/289.60 cnf(13359,plain,
% 289.81/289.60 (P22(f18(a3,f35(f35(f17(a3),f16(a3,x133591,x133591)),x133592),f112(a5)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,10693,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331])).
% 289.81/289.60 cnf(13360,plain,
% 289.81/289.60 (P43(f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),a3))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9293,9846,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,10693,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265])).
% 289.81/289.60 cnf(13362,plain,
% 289.81/289.60 (~P27(f16(a2,f16(a2,f18(a2,f35(f35(f22(x133621,a2,x133622),x133623),f6(a2)),f18(a2,f32(a2,x133624),f7(a2))),f7(a2)),f12(a1,f32(a2,x133624))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9396,9293,9846,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11242,10693,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2618,10148,10162,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264])).
% 289.81/289.60 cnf(13363,plain,
% 289.81/289.60 (E(f16(x133631,x133632,f12(a1,f32(a2,x133633))),f16(x133631,x133632,f32(a2,x133633)))),
% 289.81/289.60 inference(rename_variables,[],[7945])).
% 289.81/289.60 cnf(13378,plain,
% 289.81/289.60 (P12(a3,f6(a3),f16(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531])).
% 289.81/289.60 cnf(13382,plain,
% 289.81/289.60 (P12(f112(a3),f6(f112(a3)),f35(f35(f17(f112(a3)),f16(f112(a3),f18(a1,f32(a2,x133821),f32(a2,x133822)),f32(a2,f18(a2,x133821,x133822)))),f16(f112(a3),f18(a1,f32(a2,x133821),f32(a2,x133822)),f32(a2,f18(a2,x133821,x133822)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,8143,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,359,438,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485])).
% 289.81/289.60 cnf(13389,plain,
% 289.81/289.60 (P13(a1,f7(a1),f35(f35(f17(a1),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1))))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,7741,12904,2262,2260,13067,7649,8143,8349,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,438,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492])).
% 289.81/289.60 cnf(13396,plain,
% 289.81/289.60 (P12(a2,x133961,f16(a2,f18(a2,x133961,x133962),x133962))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13400,plain,
% 289.81/289.60 (P12(a2,x134001,f16(a2,f18(a2,x134001,x134002),x134002))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13402,plain,
% 289.81/289.60 (~P14(a3,f23(a3,f35(f35(f17(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f7(a3)),f6(f112(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312])).
% 289.81/289.60 cnf(13405,plain,
% 289.81/289.60 (P12(a1,f6(a1),f35(f35(f17(a1),x134051),x134051))),
% 289.81/289.60 inference(rename_variables,[],[3123])).
% 289.81/289.60 cnf(13407,plain,
% 289.81/289.60 (~P12(a3,f35(f35(f21(a3),f18(a3,f35(f35(f17(a3),f16(a3,x134071,x134071)),x134072),f18(a3,f24(f7(a3),f7(a3)),f7(a3)))),f18(a2,x134073,f7(a2))),f35(f35(f21(a3),f24(f7(a3),f7(a3))),f18(a2,x134073,f7(a2))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12578,7336,8928,3773,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,13107,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993])).
% 289.81/289.60 cnf(13408,plain,
% 289.81/289.60 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,x134081,x134081)),x134082),f18(a3,x134083,f7(a3))),x134083)),
% 289.81/289.60 inference(rename_variables,[],[11573])).
% 289.81/289.60 cnf(13418,plain,
% 289.81/289.60 (~P12(a3,f35(f35(f17(a3),f18(a3,f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)))),f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),x134181)),f35(f35(f17(a3),f18(a3,f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)))),f18(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),x134181)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793])).
% 289.81/289.60 cnf(13425,plain,
% 289.81/289.60 (~P12(a1,f35(f35(f17(a1),a113),a113),f35(f35(f17(a1),a113),f33(a5,a120)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,345,469,2572,436,493,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795])).
% 289.81/289.60 cnf(13427,plain,
% 289.81/289.60 (~P13(a3,f6(a3),f18(a3,f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,8914,13217,13344,11762,11510,12991,13001,13254,13281,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,441,345,469,2572,436,493,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653])).
% 289.81/289.60 cnf(13433,plain,
% 289.81/289.60 (E(f13(f112(a5),f35(f35(f17(f112(a5)),f8(f6(a5))),f16(f112(a5),f13(f112(a5),x134331,x134332),x134333)),x134332),f13(f112(a5),f35(f35(f17(f112(a5)),f7(a5)),f16(f112(a5),x134331,x134333)),x134332))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,11762,11510,12991,13001,13254,13281,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,10624,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,441,345,469,2572,436,493,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871])).
% 289.81/289.60 cnf(13435,plain,
% 289.81/289.60 (E(f13(x134351,f8(f6(a5)),x134352),f13(x134351,f7(a5),x134352))),
% 289.81/289.60 inference(rename_variables,[],[10047])).
% 289.81/289.60 cnf(13438,plain,
% 289.81/289.60 (E(f13(f112(a5),f35(f35(f17(f112(a5)),f20(f6(a1))),f20(f6(a1))),x134381),f13(f112(a5),f35(f35(f17(f112(a5)),f6(a2)),f6(a2)),x134381))),
% 289.81/289.60 inference(rename_variables,[],[6604])).
% 289.81/289.60 cnf(13439,plain,
% 289.81/289.60 (E(f13(x134391,f8(f6(a5)),x134392),f13(x134391,f7(a5),x134392))),
% 289.81/289.60 inference(rename_variables,[],[10047])).
% 289.81/289.60 cnf(13445,plain,
% 289.81/289.60 (~P13(a1,f6(a1),f18(a1,f35(f35(f17(a1),f16(a1,f20(f6(a1)),f6(a2))),f16(a1,f20(f6(a1)),f6(a2))),f35(f35(f17(a1),f16(a1,f20(f6(a1)),f6(a2))),f16(a1,f20(f6(a1)),f6(a2)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,11762,11510,12991,13001,13254,13281,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,10624,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,10534,2632,2640,2646,376,378,412,441,345,469,2572,436,493,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945])).
% 289.81/289.60 cnf(13463,plain,
% 289.81/289.60 (~P12(a3,f6(a3),f18(a3,f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,469,2572,436,493,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648])).
% 289.81/289.60 cnf(13465,plain,
% 289.81/289.60 (P12(f112(a3),f35(f35(f17(f112(a3)),f35(f35(f17(f112(a3)),f16(f112(a3),f18(a1,f32(a2,x134651),f32(a2,x134652)),f32(a2,f18(a2,x134651,x134652)))),f16(f112(a3),f18(a1,f32(a2,x134651),f32(a2,x134652)),f32(a2,f18(a2,x134651,x134652))))),f18(a1,f32(a2,x134651),f32(a2,x134652))),f35(f35(f17(f112(a3)),f35(f35(f17(f112(a3)),f16(f112(a3),f18(a1,f32(a2,x134651),f32(a2,x134652)),f32(a2,f18(a2,x134651,x134652)))),f16(f112(a3),f18(a1,f32(a2,x134651),f32(a2,x134652)),f32(a2,f18(a2,x134651,x134652))))),f32(a2,f18(a2,x134651,x134652))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,469,2572,436,493,401,2648,467,435,426,365,355,692,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649])).
% 289.81/289.60 cnf(13471,plain,
% 289.81/289.60 (~P13(a1,f12(a1,f16(a1,f18(a1,f32(a2,f20(f6(a1))),f18(a1,f32(a2,f30(a113)),f7(a1))),f33(a5,a120))),f43(f18(a1,f18(a1,f32(a2,f30(f32(a2,f20(f6(a1))))),f7(a1)),f18(a1,f32(a2,f30(a113)),f7(a1))),f18(a1,f32(a2,f20(f6(a1))),f18(a1,f32(a2,f30(a113)),f7(a1))),a113))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,8826,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,469,2572,436,493,401,2648,467,435,426,365,355,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930])).
% 289.81/289.60 cnf(13479,plain,
% 289.81/289.60 (P13(a1,f6(a1),f18(a1,a113,a113))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,8826,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2448,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,469,2572,436,493,401,2648,467,435,426,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508])).
% 289.81/289.60 cnf(13484,plain,
% 289.81/289.60 (P13(a3,f18(a3,f14(a3,f7(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f14(a3,f7(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),f6(a3))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,8826,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2448,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512])).
% 289.81/289.60 cnf(13486,plain,
% 289.81/289.60 (~P13(a3,f35(f35(f17(a3),f13(a3,f18(a3,f6(a3),f6(a3)),f18(a3,f6(a3),f6(a3)))),f12(a3,f35(f35(f17(a3),f7(a3)),f7(a3)))),f35(f35(f17(a3),f13(a3,f18(a3,f6(a3),f6(a3)),f18(a3,f6(a3),f6(a3)))),f35(f35(f17(a3),f6(a3)),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,12597,9589,10749,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,8826,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2448,2232,3161,2285,583,399,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800])).
% 289.81/289.60 cnf(13492,plain,
% 289.81/289.60 (~P12(a2,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f16(a2,f18(a2,f7(a2),f7(a2)),f18(a2,f7(a2),f7(a2)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,12597,9589,10749,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2448,2232,3161,2285,583,399,443,363,398,421,397,348,604,352,361,359,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796])).
% 289.81/289.60 cnf(13493,plain,
% 289.81/289.60 (P13(a2,x134931,f18(a2,f18(a2,f6(a2),f7(a2)),x134931))),
% 289.81/289.60 inference(rename_variables,[],[11424])).
% 289.81/289.60 cnf(13504,plain,
% 289.81/289.60 (P12(a2,f16(a2,f6(a2),x135041),x135042)),
% 289.81/289.60 inference(rename_variables,[],[8260])).
% 289.81/289.60 cnf(13505,plain,
% 289.81/289.60 (P12(a2,x135051,f16(a2,f18(a2,x135051,x135052),x135052))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13511,plain,
% 289.81/289.60 (P12(a2,x135111,f16(a2,f18(a2,x135111,x135112),x135112))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13513,plain,
% 289.81/289.60 (P13(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,12597,9589,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,568,3123,13107,2630,3678,2680,603,2448,2232,3161,353,342,2285,583,399,443,363,398,421,397,348,604,352,361,359,444,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201])).
% 289.81/289.60 cnf(13517,plain,
% 289.81/289.60 (P13(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,12597,9589,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,3681,4281,6292,4404,3409,2676,6225,5344,5536,3671,3667,568,3123,13107,2630,3678,2680,603,2448,2232,3161,353,342,2285,583,399,443,363,398,421,397,348,604,352,361,359,444,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465])).
% 289.81/289.60 cnf(13520,plain,
% 289.81/289.60 (E(f35(f35(f17(a3),x135201),f93(x135201,f6(a3))),f6(a3))),
% 289.81/289.60 inference(rename_variables,[],[9903])).
% 289.81/289.60 cnf(13524,plain,
% 289.81/289.60 (P13(a1,f16(a1,x135241,f18(a1,f32(a2,f30(f12(a1,f16(a1,x135242,x135241)))),f7(a1))),x135242)),
% 289.81/289.60 inference(rename_variables,[],[7203])).
% 289.81/289.60 cnf(13526,plain,
% 289.81/289.60 (~P13(f112(a1),f32(a2,f7(a2)),f32(a2,f7(a2)))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,7741,12904,2262,2260,13067,7649,8143,8349,10848,7698,10759,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,12597,9589,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,13114,3681,4281,6292,4404,3409,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,2630,3678,2680,603,2448,2232,3161,353,342,2285,583,399,443,363,398,421,397,348,604,352,361,340,359,444,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197])).
% 289.81/289.60 cnf(13535,plain,
% 289.81/289.60 (P12(a2,f6(a2),x135351)),
% 289.81/289.60 inference(rename_variables,[],[566])).
% 289.81/289.60 cnf(13536,plain,
% 289.81/289.60 (P12(a2,x135361,f16(a2,f18(a2,x135361,x135362),x135362))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13542,plain,
% 289.81/289.60 (P13(a1,f6(a1),f35(f35(f17(a1),a113),a113))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,13114,3681,4281,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,2630,3678,2680,603,2448,2232,566,3161,353,342,2285,583,399,443,363,398,421,397,348,604,442,352,361,340,359,444,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491])).
% 289.81/289.60 cnf(13544,plain,
% 289.81/289.60 (P13(f112(a1),f35(f35(f17(f112(a1)),f6(f112(a1))),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f35(f35(f17(f112(a1)),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,13114,3681,4281,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,2630,3678,2680,603,2448,2232,566,3161,353,342,2285,583,399,443,363,398,421,397,348,604,442,352,361,340,359,444,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655])).
% 289.81/289.60 cnf(13548,plain,
% 289.81/289.60 (~P12(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f35(f35(f17(a2),f16(a2,f18(a2,f7(a2),f7(a2)),f18(a2,f7(a2),f7(a2)))),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))))),
% 289.81/289.60 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,13114,3681,4281,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,2630,3678,2680,603,2448,2232,566,3161,353,342,2285,583,399,443,363,398,421,397,348,604,442,352,361,340,359,444,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797])).
% 289.81/289.60 cnf(13553,plain,
% 289.81/289.60 (P12(a2,x135531,f16(a2,f18(a2,x135531,x135532),x135532))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13556,plain,
% 289.81/289.60 (P12(a2,f6(a2),x135561)),
% 289.81/289.60 inference(rename_variables,[],[566])).
% 289.81/289.60 cnf(13559,plain,
% 289.81/289.60 (P12(a2,x135591,f16(a2,f18(a2,x135591,x135592),x135592))),
% 289.81/289.60 inference(rename_variables,[],[6163])).
% 289.81/289.60 cnf(13569,plain,
% 289.81/289.61 (P13(a1,f16(a1,x135691,f18(a1,f32(a2,f30(f12(a1,f16(a1,x135692,x135691)))),f7(a1))),x135692)),
% 289.81/289.61 inference(rename_variables,[],[7203])).
% 289.81/289.61 cnf(13571,plain,
% 289.81/289.61 (P12(a1,f35(f35(f17(a1),f32(a2,f7(a2))),f32(a2,f7(a2))),f12(a1,f18(a1,f32(a2,f7(a2)),f18(a1,f32(a2,f30(f7(a1))),f7(a1)))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,13114,13524,3681,4281,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,3161,353,342,2285,583,399,443,363,398,421,397,348,604,442,352,361,340,359,444,351,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196])).
% 289.81/289.61 cnf(13579,plain,
% 289.81/289.61 (P12(a1,x135791,f35(f35(f17(a1),f32(a2,f52(f36(x135792,x135793),x135791))),f36(x135792,x135793)))),
% 289.81/289.61 inference(rename_variables,[],[11605])).
% 289.81/289.61 cnf(13586,plain,
% 289.81/289.61 (P12(a3,f6(a3),f14(a3,f13(a3,x135861,x135862),x135862))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,3407,3679,2638,7203,13083,13114,13524,3681,4281,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,353,342,2285,583,399,443,363,398,421,397,348,604,442,352,361,340,359,444,351,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537])).
% 289.81/289.61 cnf(13597,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x135971,f7(a2))),f18(a2,x135971,f7(a2))),x135971)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(13599,plain,
% 289.81/289.61 (~P12(a1,f6(a1),f16(a1,f6(a1),f18(a1,f32(a2,f30(f12(a1,f6(a1)))),f7(a1))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,353,342,2285,583,399,443,363,398,421,397,348,604,442,352,361,340,359,444,351,362,438,437,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340])).
% 289.81/289.61 cnf(13605,plain,
% 289.81/289.61 (P12(a3,x136051,x136051)),
% 289.81/289.61 inference(rename_variables,[],[558])).
% 289.81/289.61 cnf(13607,plain,
% 289.81/289.61 (E(f14(a3,f18(a3,f35(f35(f17(a3),f16(a3,f7(a3),x136071)),x136072),f18(a3,f35(f35(f17(a3),x136071),x136072),f12(a3,f18(a3,f6(a3),f6(a3))))),f7(a3)),x136072)),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780])).
% 289.81/289.61 cnf(13612,plain,
% 289.81/289.61 (P12(a3,x136121,f18(a3,f35(f35(f17(a3),f16(a3,x136122,x136122)),x136123),x136121))),
% 289.81/289.61 inference(rename_variables,[],[10861])).
% 289.81/289.61 cnf(13613,plain,
% 289.81/289.61 (P12(a3,x136131,x136131)),
% 289.81/289.61 inference(rename_variables,[],[558])).
% 289.81/289.61 cnf(13615,plain,
% 289.81/289.61 (P12(a2,f35(f35(f17(a2),x136151),f18(a2,f35(f35(f17(a2),f16(a2,x136152,x136152)),x136153),f16(a2,f6(a2),x136154))),f35(f35(f17(a2),x136155),f18(a2,f35(f35(f17(a2),f16(a2,x136152,x136152)),x136153),f16(a2,f6(a2),x136154))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333])).
% 289.81/289.61 cnf(13618,plain,
% 289.81/289.61 (E(f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f18(a3,f14(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f6(a3))),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306])).
% 289.81/289.61 cnf(13620,plain,
% 289.81/289.61 (~E(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),x136201)),x136202))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,2570,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999])).
% 289.81/289.61 cnf(13630,plain,
% 289.81/289.61 (P13(a2,f95(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f16(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f6(a2)),x136301),x136301),f35(f17(a1),f7(a1))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554])).
% 289.81/289.61 cnf(13631,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x136311,f7(a2))),f18(a2,x136311,f7(a2))),x136311)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(13637,plain,
% 289.81/289.61 (P13(a2,x136371,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x136371,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.61 inference(rename_variables,[],[11812])).
% 289.81/289.61 cnf(13639,plain,
% 289.81/289.61 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,x136391,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216])).
% 289.81/289.61 cnf(13647,plain,
% 289.81/289.61 (~P13(a3,f6(a3),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308])).
% 289.81/289.61 cnf(13657,plain,
% 289.81/289.61 (P13(a2,x136571,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x136571,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.61 inference(rename_variables,[],[11812])).
% 289.81/289.61 cnf(13660,plain,
% 289.81/289.61 (P13(a2,x136601,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x136601,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.61 inference(rename_variables,[],[11812])).
% 289.81/289.61 cnf(13665,plain,
% 289.81/289.61 (P13(a2,x136651,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x136651,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.61 inference(rename_variables,[],[11812])).
% 289.81/289.61 cnf(13672,plain,
% 289.81/289.61 (P13(f112(a1),f6(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142])).
% 289.81/289.61 cnf(13674,plain,
% 289.81/289.61 (~P12(a3,f6(a3),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142,1307])).
% 289.81/289.61 cnf(13685,plain,
% 289.81/289.61 (~P16(f117(x136851,a2),f17(a2))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,9848,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,12333,8796,10910,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,12279,9917,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,9913,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,9868,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142,1307,1184,989,280,1702,1169])).
% 289.81/289.61 cnf(13688,plain,
% 289.81/289.61 (P13(a2,x136881,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,x136881,f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.61 inference(rename_variables,[],[11812])).
% 289.81/289.61 cnf(13697,plain,
% 289.81/289.61 (P12(a3,x136971,x136971)),
% 289.81/289.61 inference(rename_variables,[],[558])).
% 289.81/289.61 cnf(13708,plain,
% 289.81/289.61 (P14(a1,f23(a1,a113,f35(f35(f17(f112(a1)),f16(a2,f6(f112(a1)),f6(a2))),f16(a2,f6(f112(a1)),f6(a2)))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,13262,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,9848,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,13665,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,11580,12333,8796,10910,12834,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,11873,12279,9917,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,9913,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,9868,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,13613,13697,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11267,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142,1307,1184,989,280,1702,1169,1471,1921,1932,1960,1979,1926,1532,1647,1235])).
% 289.81/289.61 cnf(13710,plain,
% 289.81/289.61 (P13(a1,f33(a5,a120),f18(a1,f12(a1,a113),f7(a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,13262,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,9848,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,13665,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,11580,12333,8796,10910,12834,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,11873,12279,9917,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,9913,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,9868,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,13613,13697,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11267,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142,1307,1184,989,280,1702,1169,1471,1921,1932,1960,1979,1926,1532,1647,1235,1042])).
% 289.81/289.61 cnf(13716,plain,
% 289.81/289.61 (~P12(a1,f16(a1,f18(a1,f12(a1,a113),f7(a1)),f33(a5,a120)),f6(a1))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,13262,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,7741,12904,13597,13631,2262,2260,13067,7649,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,9848,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,13665,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,11580,12333,8796,10910,12834,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,11873,12279,9917,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,9913,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,9868,9860,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,13520,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,13613,13697,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11267,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,466,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142,1307,1184,989,280,1702,1169,1471,1921,1932,1960,1979,1926,1532,1647,1235,1042,953,1386])).
% 289.81/289.61 cnf(13725,plain,
% 289.81/289.61 (~P73(f35(f17(a1),f7(a1)),f14(a3,x137251,f6(a3)),f96(f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))),f35(f17(a1),f7(a1))))),
% 289.81/289.61 inference(scs_inference,[],[709,6612,9549,13175,13262,8132,2474,10833,6768,11019,2221,9416,10934,5482,8429,8511,12248,11802,11605,12884,12887,13579,12081,8917,7399,5595,12168,12263,12742,13349,11407,12972,12195,12745,11683,13023,9289,12961,13057,10838,9410,4098,9356,12586,4100,3927,11068,11838,8937,4128,10655,11363,8309,7812,2251,10812,13160,13341,10765,2462,4951,6730,12950,6163,12986,13144,13396,13400,13505,13511,13536,13553,13559,7741,12904,13597,13631,2262,2260,13067,7649,6712,4057,8143,8349,10848,7698,10759,2064,4933,539,5477,10605,9888,10345,10343,9878,9864,10586,10622,13121,13334,11392,12485,10684,12511,11320,12389,5699,3904,11998,11647,12660,12680,7908,9494,5529,9660,11730,9435,11645,12739,12793,12809,6008,12361,12711,12931,13182,6863,8594,7945,13363,12358,13125,13138,11740,11495,12925,7651,12505,11365,10369,9258,7655,8858,10736,10047,13435,13439,4510,5005,10827,3884,11627,10761,7911,12337,12182,12013,9055,11852,12368,12677,12732,9596,11521,12692,3517,8914,13217,13344,6604,13438,11762,11510,12991,13001,13254,13281,13346,10954,12180,7884,11956,11404,4879,9708,8962,7062,8285,12341,12095,8220,4661,4360,8108,10871,12093,5198,9396,9293,9846,9848,11078,10756,11603,12619,11559,11038,12519,12515,11586,11917,12329,9606,10806,8151,11469,8877,11760,11969,8726,10451,6137,8908,11570,12083,11812,12831,13049,13209,13637,13657,13660,13665,13688,11465,11702,12719,13181,5914,12788,11000,9575,12803,11561,13075,13132,11424,13493,6535,12597,9589,13259,10749,9505,9337,10973,12981,12158,12272,9649,12771,12785,13117,11530,13054,10799,11195,11573,12780,13200,13408,8879,7570,11580,12333,8796,10910,12834,11549,10746,12287,12827,11879,9514,12284,12875,13168,9551,11771,11791,12292,11887,5508,8784,4679,2674,9838,9840,11623,11885,12110,11524,12581,9556,11962,12559,11873,12279,9917,9897,11542,11983,12578,10628,7336,8928,9628,3773,9539,9913,10223,10912,10898,8802,10597,10624,11337,10333,9409,9901,8370,10356,10279,12869,10822,8826,3117,9049,7605,9655,12854,8387,10632,9868,9860,7348,6480,8521,7552,8057,6617,8260,13267,13300,13304,13504,9644,4242,6389,13039,3139,6018,2084,3676,4346,8922,6482,6709,13353,11194,9903,13520,8238,9042,9674,10861,13612,9496,2434,11010,12939,13080,6795,3689,8509,7045,9051,5391,3199,5021,3407,3679,2638,7203,13083,13114,13524,13569,3681,4281,13161,6292,4404,13191,3409,4581,2676,6225,5344,2678,5536,3671,3667,568,3123,13107,13405,2630,3678,2680,603,2448,2232,566,13535,13556,3161,558,13605,13613,13697,353,342,2285,583,399,443,363,398,421,2446,397,348,604,442,352,361,340,359,444,351,362,438,437,579,11269,11267,11263,5693,11243,11242,10693,11217,12413,12499,11231,3673,6213,3663,10184,10186,10188,10552,11219,2590,2618,10148,10162,10178,10542,10566,10582,8710,12853,12857,2570,2682,10534,2632,448,2640,2646,376,378,412,441,495,345,462,449,469,2572,436,466,493,401,2648,467,435,364,468,426,368,365,355,366,367,692,419,420,408,407,1583,1612,1369,1361,1348,1263,1223,1219,1129,995,955,913,1462,1380,1244,1461,1004,1259,894,815,817,1558,1459,1165,1265,904,1221,1242,1075,1454,1447,1225,1081,1069,1457,1453,2019,900,1555,1256,1362,1025,1207,1357,1578,911,915,1156,1079,1448,810,1080,1029,1679,954,1226,1009,1166,1070,1124,1455,1234,1367,1254,1074,1460,1556,1130,1360,889,1010,1031,1468,1349,1015,1359,25,899,1557,1375,956,1103,1681,15,1350,1157,1104,1260,7,807,2,1673,26,1000,8,1662,1661,1561,993,1208,1321,1469,1560,1444,1299,1145,1804,1835,2018,1121,1118,978,1291,1788,867,1215,1440,1404,1028,1090,919,1601,942,2037,1087,788,1451,959,1943,1191,933,811,1288,1693,1694,1677,1109,787,1435,2044,1062,1764,968,1436,1779,868,1483,1402,2040,786,1172,1122,1452,278,2035,1622,1134,1154,1602,1113,849,1420,2041,1229,1942,1026,1540,2042,286,1433,1449,851,1391,1217,1117,1091,1713,1894,1608,1611,2046,1120,283,945,1598,1099,850,806,1289,1450,1088,1414,1439,1133,1695,1887,2036,1543,1024,1739,1763,1287,1178,1934,1415,2033,931,1214,1034,1714,1290,1292,1344,1688,1617,1542,1171,977,831,1140,789,1086,1327,852,1431,1821,1973,1990,1975,1514,1105,1112,930,1053,1396,875,1036,1173,1477,1684,279,1416,2047,1480,258,941,1690,946,829,1023,1373,1479,960,1378,1853,1481,862,1356,1974,971,1482,1989,976,1976,1343,1607,1478,886,1304,263,1718,1020,1761,257,1476,1434,1992,2034,2045,1286,1114,1991,1610,1179,1056,1553,1309,1355,256,2038,1374,1686,323,861,260,274,309,255,308,259,275,3,331,265,264,1315,1323,1625,1790,1863,820,1531,1499,1485,1490,1931,1492,1667,1844,1801,1630,1312,1534,1993,1741,1798,1742,1794,1793,1650,1735,1795,1653,1807,1871,1872,985,1945,890,1736,1873,1040,937,1743,1648,1649,1639,1645,1930,1929,1924,1508,1635,1512,1800,1637,1796,1128,1199,1656,1388,1851,1852,1201,1740,1465,951,1202,1197,1636,1509,1432,1587,1466,1491,1655,1152,1797,1634,1464,1803,1530,1467,1658,1198,1196,1136,1487,1463,1799,1641,1537,1200,1305,1195,1721,1340,1781,1780,1846,1333,1306,999,1039,1669,1419,1293,1554,1438,1206,1216,1426,794,1308,1541,1663,1319,1539,1418,1320,1546,1545,1142,1307,1184,989,280,1702,1169,1471,1921,1932,1960,1979,1926,1532,1647,1235,1042,953,1386,1848,6781])).
% 289.81/289.61 cnf(13744,plain,
% 289.81/289.61 (P13(a3,f6(a3),f12(a3,f16(a3,f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))),f6(a3))))),
% 289.81/289.61 inference(scs_inference,[],[12727,13725,1613,1030])).
% 289.81/289.61 cnf(13759,plain,
% 289.81/289.61 (P12(a1,f32(a2,f18(a2,f7(a2),f7(a2))),f32(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))))),
% 289.81/289.61 inference(scs_inference,[],[13548,13348,6619,13427,12708,13293,12790,12727,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004])).
% 289.81/289.61 cnf(13764,plain,
% 289.81/289.61 (~P13(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,x137641,f7(a2))),x137641)),
% 289.81/289.61 inference(scs_inference,[],[13548,13348,6619,13427,12708,13293,12790,12713,12255,12727,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263])).
% 289.81/289.61 cnf(13765,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,x137651,x137652)),x137652),x137651)),
% 289.81/289.61 inference(rename_variables,[],[12713])).
% 289.81/289.61 cnf(13767,plain,
% 289.81/289.61 (P13(a2,f6(a2),f16(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f7(a2),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[13548,13348,6619,10848,13427,12708,13293,12790,12713,12255,12727,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242])).
% 289.81/289.61 cnf(13776,plain,
% 289.81/289.61 (P13(a2,f18(a2,f18(a5,f16(a5,f6(a2),x137761),x137761),f6(a2)),f18(a2,x137762,f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[13548,13348,6619,10848,9284,13427,12676,12708,13293,12790,12713,12255,12727,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081])).
% 289.81/289.61 cnf(13777,plain,
% 289.81/289.61 (E(f18(a2,f18(a5,f16(a5,f6(a2),x137771),x137771),x137772),x137772)),
% 289.81/289.61 inference(rename_variables,[],[12676])).
% 289.81/289.61 cnf(13781,plain,
% 289.81/289.61 (~P13(a1,f18(x137811,f35(f35(f17(a2),f6(a2)),x137812),x137813),f18(x137811,f35(f35(f17(a2),f6(a2)),x137814),x137813))),
% 289.81/289.61 inference(scs_inference,[],[13548,13348,6619,10848,12814,9284,13427,12676,12708,13293,12790,12713,12255,12727,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894])).
% 289.81/289.61 cnf(13791,plain,
% 289.81/289.61 (P13(a2,f6(a2),f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),
% 289.81/289.61 inference(scs_inference,[],[13548,13348,6619,10848,12814,9284,13427,12687,12676,12708,13293,12790,12713,12255,12802,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124])).
% 289.81/289.61 cnf(13792,plain,
% 289.81/289.61 (P13(a1,x137921,f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(x137921),f7(a2)))),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[12802])).
% 289.81/289.61 cnf(13800,plain,
% 289.81/289.61 (~E(f18(a2,x138001,f35(f35(f17(a2),f7(a2)),f7(a2))),x138001)),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,12676,12708,13293,12790,12713,12255,12802,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904])).
% 289.81/289.61 cnf(13802,plain,
% 289.81/289.61 (E(f16(a2,f18(a2,f35(f35(f17(a2),f16(a2,x138021,x138021)),x138022),f6(a2)),x138023),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,12676,12708,13293,12790,12784,12713,12255,12802,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817])).
% 289.81/289.61 cnf(13805,plain,
% 289.81/289.61 (P12(a3,f7(a3),f18(a3,f12(a3,f16(a3,f6(a3),f6(a3))),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,12676,12708,13293,12790,12784,12713,12255,12802,12811,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029])).
% 289.81/289.61 cnf(13806,plain,
% 289.81/289.61 (P13(a3,x138061,f18(a3,f12(a3,f16(a3,f6(a3),x138061)),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12811])).
% 289.81/289.61 cnf(13809,plain,
% 289.81/289.61 (E(f18(a2,f18(a5,f16(a5,f6(a2),x138091),x138091),x138092),x138092)),
% 289.81/289.61 inference(rename_variables,[],[12676])).
% 289.81/289.61 cnf(13813,plain,
% 289.81/289.61 (~E(f18(a3,f35(f35(f17(a3),x138131),x138132),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x138133,x138133),x138131)),x138132),f18(a3,x138134,f7(a3)))),x138134)),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,12676,13777,12708,13293,12790,12784,12713,13213,12255,12802,12811,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075])).
% 289.81/289.61 cnf(13814,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x138141),x138142),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x138143,x138143),x138141)),x138142),x138144)),x138144)),
% 289.81/289.61 inference(rename_variables,[],[13213])).
% 289.81/289.61 cnf(13823,plain,
% 289.81/289.61 (~P12(a3,f18(a3,f35(f35(f17(a3),x138231),x138232),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x138233,x138233),x138231)),x138232),f18(a3,x138234,f7(a3)))),x138234)),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,12676,13777,12708,13293,12790,11513,12784,12713,13213,13814,12255,12802,12811,11409,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259])).
% 289.81/289.61 cnf(13824,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x138241),x138242),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x138243,x138243),x138241)),x138242),x138244)),x138244)),
% 289.81/289.61 inference(rename_variables,[],[13213])).
% 289.81/289.61 cnf(13826,plain,
% 289.81/289.61 (E(f6(a2),f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,13250,12676,13777,12708,13293,12790,11513,12784,12713,13213,13814,12255,12802,12811,11409,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080])).
% 289.81/289.61 cnf(13828,plain,
% 289.81/289.61 (P12(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x138281,f7(a2))),f20(f6(a1))),f18(a2,x138281,f7(a2))),x138282),f18(a2,f6(a2),x138282))),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,13250,12676,13777,12708,13293,12790,11513,12784,12713,13213,13814,12255,12802,12811,11409,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555])).
% 289.81/289.61 cnf(13838,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,f18(a2,x138381,x138382),x138382)),x138381)),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,13250,7602,12676,13777,12708,13293,12790,11513,9189,12784,12713,13765,13213,13814,12255,12802,12811,11409,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455])).
% 289.81/289.61 cnf(13839,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,x138391,x138392)),x138392),x138391)),
% 289.81/289.61 inference(rename_variables,[],[12713])).
% 289.81/289.61 cnf(13847,plain,
% 289.81/289.61 (P12(a2,x138471,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,x138471,f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[12507,13548,13348,6619,10848,12814,9284,13427,12687,13250,7602,12676,13777,12708,13293,12790,13290,11513,9189,12784,12713,13765,13839,13213,13814,12255,12802,12811,11409,12727,11777,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166])).
% 289.81/289.61 cnf(13856,plain,
% 289.81/289.61 (~P13(a1,f18(a1,f12(a1,f18(a1,f18(a1,f32(a2,f30(f6(a1))),f7(a1)),x138561)),f7(a1)),x138561)),
% 289.81/289.61 inference(rename_variables,[],[7406])).
% 289.81/289.61 cnf(13869,plain,
% 289.81/289.61 (P12(a1,f33(a5,a120),f12(a1,a113))),
% 289.81/289.61 inference(scs_inference,[],[11758,12507,13548,13348,6619,10848,12814,9284,13427,12687,13250,7602,12676,13777,12708,13293,12790,13290,11513,9189,12787,12784,12713,13765,13839,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954])).
% 289.81/289.61 cnf(13871,plain,
% 289.81/289.61 (~P13(a2,f18(x138711,f35(f35(f17(a2),f6(a2)),x138712),x138713),f18(x138711,f35(f35(f17(a2),f6(a2)),x138714),x138713))),
% 289.81/289.61 inference(scs_inference,[],[11758,12507,13548,13348,6619,10848,12814,9284,13427,12687,13250,7602,12676,13777,12708,13293,12790,13290,11513,9189,12787,12784,12713,13765,13839,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899])).
% 289.81/289.61 cnf(13876,plain,
% 289.81/289.61 (E(f18(a2,f18(a5,f16(a5,f6(a2),x138761),x138761),x138762),x138762)),
% 289.81/289.61 inference(rename_variables,[],[12676])).
% 289.81/289.61 cnf(13896,plain,
% 289.81/289.61 (P12(a2,x138961,f18(a2,f35(f35(f17(a2),x138962),x138963),f18(a2,f35(f35(f17(a2),f16(a2,f18(a2,x138964,x138962),x138962)),x138963),f18(a2,x138961,f7(a2)))))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13407,7124,13348,6619,4951,10848,12814,9284,13427,12687,13250,7602,12676,13777,13809,12708,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679])).
% 289.81/289.61 cnf(13901,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f6(a2),f7(a2)),f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13407,7124,13348,6619,4951,10848,12814,9284,13427,12687,13250,7602,9658,12676,13777,13809,12708,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367])).
% 289.81/289.61 cnf(13905,plain,
% 289.81/289.61 (~P13(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f18(a2,f7(a2),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13407,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,12676,13777,13809,13136,12708,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681])).
% 289.81/289.61 cnf(13909,plain,
% 289.81/289.61 (P13(a2,x139091,f30(f12(a1,f18(a1,f18(a1,f32(a2,x139091),f7(a1)),f7(a1)))))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13407,13340,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,12676,13777,13809,13136,12708,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578])).
% 289.81/289.61 cnf(13910,plain,
% 289.81/289.61 (P12(a1,x139101,f32(a2,f30(f12(a1,f18(a1,x139101,f7(a1))))))),
% 289.81/289.61 inference(rename_variables,[],[13340])).
% 289.81/289.61 cnf(13914,plain,
% 289.81/289.61 (P13(a2,f18(x139141,f35(f35(f17(a2),f6(a2)),x139142),x139143),f18(a2,f18(x139141,f35(f35(f17(a2),f6(a2)),x139144),x139143),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13407,13340,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,12676,13777,13809,13136,12708,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074])).
% 289.81/289.61 cnf(13924,plain,
% 289.81/289.61 (~P13(a1,f32(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))),f32(a2,f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,12676,13777,13809,12934,13136,12708,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157])).
% 289.81/289.61 cnf(13927,plain,
% 289.81/289.61 (~E(f18(a2,f6(a2),f7(a2)),f18(a2,f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2)))),x139271))),
% 289.81/289.61 inference(rename_variables,[],[8819])).
% 289.81/289.61 cnf(13932,plain,
% 289.81/289.61 (E(f18(x139321,x139322,f18(x139323,f35(f35(f17(a2),f6(a2)),x139324),x139325)),f18(x139321,x139322,f18(x139323,f35(f35(f17(a2),f6(a2)),x139326),x139325)))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,8819,12676,13777,13809,12934,13136,12708,13317,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,12985,11777,13542,11482,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26])).
% 289.81/289.61 cnf(13935,plain,
% 289.81/289.61 (P12(a1,f18(x139351,f35(f35(f17(a2),f6(a2)),x139352),x139353),f18(x139351,f35(f35(f17(a2),f6(a2)),x139354),x139353))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,8819,12676,13777,13809,12934,13136,12708,13317,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,12255,12802,13245,7406,12811,11409,12727,12985,11777,13542,11482,11564,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807])).
% 289.81/289.61 cnf(13937,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x139371),x139372),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x139373,x139373),x139371)),x139372),f18(a3,x139374,f7(a3)))),x139374)),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,4951,10848,12814,9284,9291,13427,12687,13250,7602,9658,8819,12676,13777,13809,12934,13136,12708,13317,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,11409,12727,12985,11777,13542,11482,11564,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260])).
% 289.81/289.61 cnf(13938,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x139381),x139382),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x139383,x139383),x139381)),x139382),x139384)),x139384)),
% 289.81/289.61 inference(rename_variables,[],[13213])).
% 289.81/289.61 cnf(13941,plain,
% 289.81/289.61 (~E(f35(f35(f17(a3),f6(a3)),f7(a3)),f35(f35(f17(a3),f7(a3)),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,4951,10848,12814,9512,9284,9291,13427,12687,13250,7602,10992,9658,8819,12676,13777,13809,12934,13136,12708,13317,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,11409,12727,12985,11777,13542,11482,11564,13725,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8])).
% 289.81/289.61 cnf(13945,plain,
% 289.81/289.61 (~P73(f35(f17(a1),f7(a1)),f18(a2,f18(a5,f16(a5,f6(a2),x139451),x139451),f6(a3)),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,4951,10848,12814,9512,9284,11162,9291,13427,12687,13250,7602,10992,9658,8819,12676,13777,13809,13876,12934,13136,13016,12708,13317,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,11409,12727,12985,11777,13542,11482,11564,13725,345,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990])).
% 289.81/289.61 cnf(13946,plain,
% 289.81/289.61 (E(f18(a2,f18(a5,f16(a5,f6(a2),x139461),x139461),x139462),x139462)),
% 289.81/289.61 inference(rename_variables,[],[12676])).
% 289.81/289.61 cnf(13949,plain,
% 289.81/289.61 (E(f18(x139491,f35(f35(f17(a2),f6(a2)),x139492),x139493),f18(x139491,f35(f35(f17(a2),f6(a2)),x139494),x139493))),
% 289.81/289.61 inference(rename_variables,[],[12814])).
% 289.81/289.61 cnf(13956,plain,
% 289.81/289.61 (E(f18(a3,f14(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f6(a3)),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,4951,10848,12814,9512,9284,11162,9291,13427,12687,13378,13250,7602,10992,9658,8819,12676,13777,13809,13876,12934,13136,13016,12708,13618,13317,13293,12790,12659,13290,11513,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,11409,12727,12985,11777,13542,11482,11564,7759,361,13725,345,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887])).
% 289.81/289.61 cnf(13962,plain,
% 289.81/289.61 (P13(a3,x139621,f18(a3,f12(a3,f16(a3,f6(a3),x139621)),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12811])).
% 289.81/289.61 cnf(13963,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x139631,f7(a2))),f18(a2,x139631,f7(a2))),x139631)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(13967,plain,
% 289.81/289.61 (~P12(f117(x139671,a2),f35(f17(a2),f55(f17(a2),f117(x139671,a2))),f35(f17(a2),f48(f17(a2),f117(x139671,a2))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,4951,10848,12814,9512,9284,11162,9291,13427,12687,13378,13250,7602,10992,9658,8819,12676,13777,13809,13876,12934,13136,13016,12708,13618,13317,13293,12790,12659,13290,11513,13685,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,13806,11409,12727,12985,11777,13542,13484,11482,11564,7759,9848,10333,361,13725,13343,345,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469])).
% 289.81/289.61 cnf(13971,plain,
% 289.81/289.61 (P12(a3,f6(a3),f14(a3,f16(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f12(a3,f16(a3,f6(a3),f6(a3))),f7(a3))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,4951,10848,12814,9512,9284,11162,9291,13427,12687,13378,13250,7602,10992,9658,8819,12676,13777,13809,13876,12934,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,11513,13685,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,13806,13962,11409,12727,12985,11777,13542,13484,11482,11564,7759,9848,10333,5349,361,13725,13343,345,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438])).
% 289.81/289.61 cnf(13972,plain,
% 289.81/289.61 (P13(a3,x139721,f18(a3,f12(a3,f16(a3,f6(a3),x139721)),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12811])).
% 289.81/289.61 cnf(13974,plain,
% 289.81/289.61 (E(f16(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x139741,f7(a2))),f20(f6(a1))),f18(a2,x139741,f7(a2))),x139742),x139742),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,4951,10848,12814,9512,9284,11162,9291,13427,12687,13378,13250,7602,10992,9658,8819,12676,13777,13809,13876,12934,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,11513,13685,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12255,12802,13245,7406,12811,13806,13962,11409,12727,12985,11777,13542,13484,11482,11564,7759,9848,10333,5349,566,361,13725,13343,345,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087])).
% 289.81/289.61 cnf(13975,plain,
% 289.81/289.61 (P12(a2,f6(a2),x139751)),
% 289.81/289.61 inference(rename_variables,[],[566])).
% 289.81/289.61 cnf(13978,plain,
% 289.81/289.61 (P13(a2,x139781,f18(a2,f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),f16(a2,x139782,x139782)),x139783),x139781),f35(f35(f17(a2),x139782),x139783)),f7(a2)),x139784))),
% 289.81/289.61 inference(rename_variables,[],[12844])).
% 289.81/289.61 cnf(13985,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x139851,x139852),f7(a2)),x139851)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(13986,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,f6(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x139861),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.61 inference(rename_variables,[],[8343])).
% 289.81/289.61 cnf(13992,plain,
% 289.81/289.61 (P13(a3,f14(a3,f18(a3,f14(a3,f7(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))))),f14(a3,f7(a3),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))))),f18(a3,f12(a3,f16(a3,f6(a3),f6(a3))),f7(a3))),f6(a3))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,4951,10848,12814,9512,9284,11162,9291,13427,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,13685,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,12811,13806,13962,13972,11409,12727,12985,11777,13542,13484,11482,11564,7786,10644,7759,9848,10333,5349,566,361,13725,13343,345,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444])).
% 289.81/289.61 cnf(13993,plain,
% 289.81/289.61 (P13(a3,x139931,f18(a3,f12(a3,f16(a3,f6(a3),x139931)),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12811])).
% 289.81/289.61 cnf(13998,plain,
% 289.81/289.61 (~P13(a2,f18(a2,f35(f35(f17(a2),x139981),x139982),x139983),f18(a2,f35(f35(f17(a2),f16(a2,x139981,f16(a2,x139981,x139984))),x139982),x139983))),
% 289.81/289.61 inference(rename_variables,[],[9315])).
% 289.81/289.61 cnf(13999,plain,
% 289.81/289.61 (P12(a2,f20(f6(a1)),x139991)),
% 289.81/289.61 inference(rename_variables,[],[6022])).
% 289.81/289.61 cnf(14002,plain,
% 289.81/289.61 (P13(a2,x140021,f35(f35(f17(a2),f7(a2)),f18(a2,f18(a3,f14(a2,f18(a2,x140021,x140022),f7(a2)),f6(a3)),f7(a2))))),
% 289.81/289.61 inference(rename_variables,[],[12830])).
% 289.81/289.61 cnf(14008,plain,
% 289.81/289.61 (P12(f112(a1),f6(f112(a1)),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,4951,10848,12814,9512,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,12830,13685,9189,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,12811,13806,13962,13972,11409,12727,9315,12985,11777,13542,13484,12864,11482,11564,7786,10644,6022,7759,9848,10333,5349,566,361,11270,3686,13725,13343,345,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321])).
% 289.81/289.61 cnf(14015,plain,
% 289.81/289.61 (P12(a2,f35(f35(f17(a2),x140151),f18(a2,f35(f35(f17(a2),f16(a2,x140152,x140152)),x140153),f16(a2,f6(a2),x140154))),f35(f35(f17(a2),x140155),f18(a2,f35(f35(f17(a2),f16(a2,x140152,x140152)),x140153),f16(a2,f6(a2),x140154))))),
% 289.81/289.61 inference(rename_variables,[],[13615])).
% 289.81/289.61 cnf(14019,plain,
% 289.81/289.61 (P13(a3,x140191,f18(a3,f12(a3,f16(a3,f6(a3),x140191)),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12811])).
% 289.81/289.61 cnf(14026,plain,
% 289.81/289.61 (P13(a3,x140261,f18(a3,f12(a3,f16(a3,f6(a3),x140261)),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12811])).
% 289.81/289.61 cnf(14028,plain,
% 289.81/289.61 (P13(a3,f16(a3,x140281,f18(a3,f12(a3,f16(a3,f6(a3),f12(a3,f16(a3,x140282,x140281)))),f7(a3))),x140282)),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,4951,10848,12814,12210,9512,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,12811,13806,13962,13972,13993,14019,14026,11409,12727,9315,12985,11777,13542,13484,13586,12864,11482,9084,11564,7786,10644,6022,7759,9848,10333,3689,5349,557,566,361,11270,3686,13725,13343,345,365,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854])).
% 289.81/289.61 cnf(14030,plain,
% 289.81/289.61 (~P13(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f12(f18(a2,f6(a2),a1),f12(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,4951,10848,12814,10295,12210,9512,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,12811,13806,13962,13972,13993,14019,14026,11409,12727,9315,12985,11777,13542,13484,13586,12864,11482,9084,11564,7786,10644,6022,7759,9848,10333,3689,5349,3671,557,566,361,11270,3686,13725,13343,345,365,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064])).
% 289.81/289.61 cnf(14035,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x140351,x140352),f7(a2)),x140351)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(14038,plain,
% 289.81/289.61 (~P12(a3,f18(a3,f7(a3),f7(a3)),f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f6(a3)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,13985,4951,10848,12814,10295,12210,9512,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,9315,12985,11777,13542,13484,13586,12864,11482,9084,11564,7786,10644,9641,6022,7759,9848,10333,3689,5349,3671,557,566,361,11270,3686,13725,13343,345,467,365,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173])).
% 289.81/289.61 cnf(14042,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x140421,x140422),f7(a2)),x140421)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(14043,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,f6(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),x140431),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.61 inference(rename_variables,[],[8343])).
% 289.81/289.61 cnf(14045,plain,
% 289.81/289.61 (~P13(f18(a2,a1,f6(a2)),f20(f6(a1)),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,13985,14035,4951,10848,539,12814,10295,12210,9512,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,13986,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,9315,12985,11777,13542,13484,13586,12864,11482,9084,11564,7786,10644,9641,6022,7759,9848,10333,3689,5349,3671,557,566,361,11270,3686,13725,13343,345,467,365,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930])).
% 289.81/289.61 cnf(14047,plain,
% 289.81/289.61 (P13(a3,x140471,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x140472,x140472)),x140473),x140471),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,7124,13348,6619,11407,7741,2262,13985,14035,4951,10848,539,12814,10295,12210,9512,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,8819,12676,13777,13809,13876,8343,13986,12934,11445,13136,13016,12708,13618,13317,13293,12589,12790,12659,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,9315,12985,11777,13542,13484,13586,12864,11482,11712,9084,11564,7786,10644,9641,6022,7759,9848,10333,3689,5349,3671,557,566,399,361,11270,3686,13725,13343,345,467,365,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688])).
% 289.81/289.61 cnf(14053,plain,
% 289.81/289.61 (P12(a2,x140531,f16(a2,f18(a2,x140531,x140532),x140532))),
% 289.81/289.61 inference(rename_variables,[],[6163])).
% 289.81/289.61 cnf(14058,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x140581,x140582),f7(a2)),x140581)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(14062,plain,
% 289.81/289.61 (E(f18(a5,x140621,x140622),f18(a5,x140622,x140621))),
% 289.81/289.61 inference(rename_variables,[],[3143])).
% 289.81/289.61 cnf(14066,plain,
% 289.81/289.61 (P12(a2,f13(a2,x140661,x140662),f18(a2,x140661,x140663))),
% 289.81/289.61 inference(rename_variables,[],[9009])).
% 289.81/289.61 cnf(14087,plain,
% 289.81/289.61 (P12(a3,f18(a3,x140871,f35(f35(f17(a3),f7(a3)),f6(a3))),f18(a3,x140871,f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.61 inference(rename_variables,[],[11431])).
% 289.81/289.61 cnf(14091,plain,
% 289.81/289.61 (P13(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f18(a2,f18(a3,f6(a2),f7(a3)),f7(a2)),f18(a2,x140911,f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,7741,9407,6163,2262,13985,14035,14042,4951,10848,539,12814,10295,12210,10920,9512,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,12708,13618,13317,13293,12589,12790,12659,13226,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,11777,13542,13484,13586,12864,11482,11993,9009,14066,11712,9084,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,3689,3681,5349,3671,557,566,422,399,361,11270,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356])).
% 289.81/289.61 cnf(14095,plain,
% 289.81/289.61 (~E(f18(f18(a2,f6(a2),a5),x140951,f18(a1,f12(a1,a113),f7(a1))),f18(f18(a2,f6(a2),a5),x140951,f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,7741,9407,6163,2262,13985,14035,14042,4951,10848,539,12814,10295,12210,10920,9512,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,12708,13618,13317,13293,12589,12790,12659,13226,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,11777,13542,13484,13586,12864,11482,11993,9009,14066,11712,9084,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,3689,3681,5349,3671,557,566,422,399,361,11270,5691,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117])).
% 289.81/289.61 cnf(14097,plain,
% 289.81/289.61 (P13(a1,f18(a1,x140971,f33(a5,a120)),f18(a1,x140971,a113))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,4951,10848,539,12814,10295,12210,10920,9512,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,12708,13618,13317,13293,12589,12790,12659,13226,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,11777,13542,13484,13586,12864,11482,11993,9009,14066,11712,9084,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,3689,3681,5349,3671,557,566,422,399,397,361,11270,5691,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480])).
% 289.81/289.61 cnf(14101,plain,
% 289.81/289.61 (E(f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x141011,f7(a2))),f6(a2)),f18(a2,x141011,f7(a2))),x141012),x141012)),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,4951,10848,539,12814,10295,12210,10920,9512,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,11777,13542,13484,13586,12864,11482,11993,9009,14066,11712,9084,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,3139,3689,3681,5349,3671,557,566,422,399,397,361,11270,5691,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099])).
% 289.81/289.61 cnf(14116,plain,
% 289.81/289.61 (P13(a3,x141161,f18(a3,x141162,f18(a3,x141163,f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,x141161,x141162)),x141163)),f7(a3)))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,4951,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,10785,11777,10709,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853])).
% 289.81/289.61 cnf(14117,plain,
% 289.81/289.61 (P13(a3,x141171,f18(a3,x141172,f18(a3,f12(a3,f16(a3,x141171,x141172)),f7(a3))))),
% 289.81/289.61 inference(rename_variables,[],[10887])).
% 289.81/289.61 cnf(14122,plain,
% 289.81/289.61 (P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2)))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,4951,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,10785,11777,10709,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514])).
% 289.81/289.61 cnf(14126,plain,
% 289.81/289.61 (P13(a1,f18(a1,x141261,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120))),f18(a1,x141261,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,10785,11777,10709,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,13725,13343,375,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481])).
% 289.81/289.61 cnf(14130,plain,
% 289.81/289.61 (~E(f16(a3,x141301,f7(a3)),x141301)),
% 289.81/289.61 inference(scs_inference,[],[12841,11758,11427,12507,13548,13492,13407,13340,9069,7124,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,9315,12985,10785,11777,10709,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,13725,13343,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850])).
% 289.81/289.61 cnf(14133,plain,
% 289.81/289.61 (P12(a1,f6(a1),f33(a5,x141331))),
% 289.81/289.61 inference(rename_variables,[],[2746])).
% 289.81/289.61 cnf(14136,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x141361,f7(a2)),x141362),x141361)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(14139,plain,
% 289.81/289.61 (P12(a3,f18(a3,x141391,f35(f35(f17(a3),f7(a3)),f6(a3))),f18(a3,x141391,f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.61 inference(rename_variables,[],[11431])).
% 289.81/289.61 cnf(14143,plain,
% 289.81/289.61 (~P12(a2,f30(f18(a1,a113,f7(a1))),f30(f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,10838,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,9315,12985,10785,11777,10709,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,12503,13725,13343,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287])).
% 289.81/289.61 cnf(14144,plain,
% 289.81/289.61 (P12(a1,f6(a1),f33(a5,x141441))),
% 289.81/289.61 inference(rename_variables,[],[2746])).
% 289.81/289.61 cnf(14146,plain,
% 289.81/289.61 (~P13(a3,f16(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f6(a3))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,10838,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,9315,12985,10785,11777,10709,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,12503,13725,13343,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542])).
% 289.81/289.61 cnf(14151,plain,
% 289.81/289.61 (E(f14(x141511,f12(a1,f32(a2,x141512)),x141513),f14(x141511,f32(a2,x141512),x141513))),
% 289.81/289.61 inference(rename_variables,[],[8577])).
% 289.81/289.61 cnf(14160,plain,
% 289.81/289.61 (P12(a2,f13(a2,x141601,x141602),f35(f35(f17(a2),x141601),x141601))),
% 289.81/289.61 inference(rename_variables,[],[6453])).
% 289.81/289.61 cnf(14163,plain,
% 289.81/289.61 (P12(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,12503,13725,13343,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971])).
% 289.81/289.61 cnf(14168,plain,
% 289.81/289.61 (P13(a1,x141681,f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(x141681),f7(a2)))),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[12802])).
% 289.81/289.61 cnf(14170,plain,
% 289.81/289.61 (E(f18(a5,f35(f35(f17(a5),x141701),x141702),x141703),f18(a5,f35(f35(f17(a5),x141704),x141702),f18(a5,x141703,f35(f35(f17(a5),f16(a5,x141701,x141704)),x141702))))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,14062,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,9641,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,397,361,340,11270,5691,3686,12503,13725,13343,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989])).
% 289.81/289.61 cnf(14171,plain,
% 289.81/289.61 (E(f18(a5,x141711,x141712),f18(a5,x141712,x141711))),
% 289.81/289.61 inference(rename_variables,[],[3143])).
% 289.81/289.61 cnf(14176,plain,
% 289.81/289.61 (P12(a3,f18(a3,x141761,f35(f35(f17(a3),f7(a3)),f6(a3))),f18(a3,x141761,f35(f35(f17(a3),f7(a3)),f7(a3))))),
% 289.81/289.61 inference(rename_variables,[],[11431])).
% 289.81/289.61 cnf(14180,plain,
% 289.81/289.61 (P12(a2,f35(f35(f17(a2),x141801),f18(a2,f35(f35(f17(a2),f16(a2,x141802,x141802)),x141803),f16(a2,f6(a2),x141804))),f35(f35(f17(a2),x141805),f18(a2,f35(f35(f17(a2),f16(a2,x141802,x141802)),x141803),f16(a2,f6(a2),x141804))))),
% 289.81/289.61 inference(rename_variables,[],[13615])).
% 289.81/289.61 cnf(14187,plain,
% 289.81/289.61 (~P13(a1,f12(a1,a113),f33(a5,a120))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,12934,11445,11659,13136,3143,14062,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036])).
% 289.81/289.61 cnf(14189,plain,
% 289.81/289.61 (E(f18(a5,f35(f35(f17(a5),x141891),x141892),f35(f35(f17(a5),x141893),x141892)),f18(a5,f35(f35(f17(a5),x141894),x141892),f35(f35(f17(a5),f18(a5,f16(a5,x141891,x141894),x141893)),x141892)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990])).
% 289.81/289.61 cnf(14192,plain,
% 289.81/289.61 (E(f16(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887])).
% 289.81/289.61 cnf(14196,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),f16(a3,x141961,x141962)),x141963),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x141964,x141964),x141961)),x141963),f18(a3,f35(f35(f17(a3),x141962),x141963),x141965))),x141965)),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,3689,3681,5349,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047])).
% 289.81/289.61 cnf(14197,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x141971),x141972),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x141973,x141973),x141971)),x141972),x141974)),x141974)),
% 289.81/289.61 inference(rename_variables,[],[13213])).
% 289.81/289.61 cnf(14199,plain,
% 289.81/289.61 (P13(f112(a1),f16(f112(a1),f35(f35(f17(f112(a1)),f6(f112(a1))),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f35(f35(f17(f112(a1)),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f6(f112(a1)))),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13544,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292])).
% 289.81/289.61 cnf(14203,plain,
% 289.81/289.61 (P12(a2,f35(f35(f17(a2),x142031),f18(a2,f35(f35(f17(a2),f16(a2,x142032,x142032)),x142033),f16(a2,f6(a2),x142034))),f35(f35(f17(a2),x142035),f18(a2,f35(f35(f17(a2),f16(a2,x142032,x142032)),x142033),f16(a2,f6(a2),x142034))))),
% 289.81/289.61 inference(rename_variables,[],[13615])).
% 289.81/289.61 cnf(14209,plain,
% 289.81/289.61 (~E(f16(a2,f35(f35(f17(a2),f18(a2,f18(a2,x142091,x142092),f7(a2))),f18(a2,f18(a2,x142091,x142092),f7(a2))),x142092),x142091)),
% 289.81/289.61 inference(scs_inference,[],[12841,11769,11758,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13544,13016,2562,12708,13618,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,2532,7759,9848,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178])).
% 289.81/289.61 cnf(14210,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x142101,f7(a2))),f18(a2,x142101,f7(a2))),x142101)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(14214,plain,
% 289.81/289.61 (P12(a2,f20(f6(a1)),x142141)),
% 289.81/289.61 inference(rename_variables,[],[6022])).
% 289.81/289.61 cnf(14223,plain,
% 289.81/289.61 (P12(f18(a2,f6(a2),a1),x142231,f18(f18(a2,f6(a2),a1),f12(f18(a2,f6(a2),a1),x142231),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,11758,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140])).
% 289.81/289.61 cnf(14224,plain,
% 289.81/289.61 (P12(f18(a2,f6(a2),a1),x142241,f18(f18(a2,f6(a2),a1),x142241,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(rename_variables,[],[13127])).
% 289.81/289.61 cnf(14226,plain,
% 289.81/289.61 (P13(a3,f18(a3,f16(a3,f7(a3),f18(a3,f7(a3),f7(a3))),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f6(a3),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960])).
% 289.81/289.61 cnf(14231,plain,
% 289.81/289.61 (~P12(a1,f18(a1,x142311,f12(a1,a113)),f18(a1,x142311,f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684])).
% 289.81/289.61 cnf(14237,plain,
% 289.81/289.61 (P13(a2,x142371,f18(a2,f18(a2,f18(a2,f35(f35(f17(a2),f16(a2,x142372,x142372)),x142373),f18(a2,x142371,x142374)),f35(f35(f17(a2),x142372),x142373)),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13425,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690])).
% 289.81/289.61 cnf(14240,plain,
% 289.81/289.61 (P12(f112(f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),a3)),f20(f6(a1)),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13425,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862])).
% 289.81/289.61 cnf(14244,plain,
% 289.81/289.61 (P13(a1,f6(a1),f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113)))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13425,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396])).
% 289.81/289.61 cnf(14246,plain,
% 289.81/289.61 (P13(a1,f33(a5,a120),f12(a1,a113))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13425,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,10333,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976])).
% 289.81/289.61 cnf(14250,plain,
% 289.81/289.61 (E(f18(a3,f35(f35(f17(a3),f16(a3,x142501,x142501)),x142502),f16(a3,f18(a3,x142503,f7(a3)),f7(a3))),x142503)),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,12483,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,8879,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374])).
% 289.81/289.61 cnf(14255,plain,
% 289.81/289.61 (~E(f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113),f18(a2,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120)),f6(a2)))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,10295,12210,10920,12483,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,13544,13016,2562,12708,13618,3129,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,8879,11580,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257])).
% 289.81/289.61 cnf(14256,plain,
% 289.81/289.61 (~P13(a1,x142561,f18(a2,x142561,f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[11580])).
% 289.81/289.61 cnf(14263,plain,
% 289.81/289.61 (P12(a1,x142631,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x142632,x142632)),x142633),x142631),f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[11692])).
% 289.81/289.61 cnf(14264,plain,
% 289.81/289.61 (P12(a2,x142641,f16(a2,f18(a2,x142641,x142642),x142642))),
% 289.81/289.61 inference(rename_variables,[],[6163])).
% 289.81/289.61 cnf(14266,plain,
% 289.81/289.61 (~P13(a2,f35(f35(f17(a2),f6(a2)),x142661),f35(f35(f17(a2),f16(a2,f6(a2),f16(a2,f6(a2),x142662))),x142663))),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,11692,13340,9069,7124,11707,13348,6619,11407,11342,10838,3703,6453,7812,2251,7741,13963,9407,6163,14053,2262,13985,14035,14042,11802,4951,2260,10848,539,12814,13949,10295,12210,10920,12483,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,14171,13544,13016,2562,12708,13618,3129,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,2532,7759,9848,2301,8879,11580,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434])).
% 289.81/289.61 cnf(14267,plain,
% 289.81/289.61 (E(f18(x142671,f35(f35(f17(a2),f6(a2)),x142672),x142673),f18(x142671,f35(f35(f17(a2),f6(a2)),x142674),x142673))),
% 289.81/289.61 inference(rename_variables,[],[12814])).
% 289.81/289.61 cnf(14274,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x142741,f7(a2)),x142742),x142741)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(14279,plain,
% 289.81/289.61 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,f20(f6(a1)),f20(f6(a1))),f20(f6(a1)))),x142791),x142792),x142792)),
% 289.81/289.61 inference(scs_inference,[],[12841,13127,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,11692,13340,9069,7124,11707,13348,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,10295,12210,10920,12483,9512,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,3143,14062,14171,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,12844,13978,12255,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,5349,2684,3671,557,566,13975,422,399,398,348,397,361,340,351,11270,5691,13360,3686,12503,13725,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034])).
% 289.81/289.61 cnf(14281,plain,
% 289.81/289.61 (P12(a2,f20(f6(a1)),x142811)),
% 289.81/289.61 inference(rename_variables,[],[6022])).
% 289.81/289.61 cnf(14284,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x142841),x142842),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x142843,x142843),x142841)),x142842),x142844)),x142844)),
% 289.81/289.61 inference(rename_variables,[],[13213])).
% 289.81/289.61 cnf(14291,plain,
% 289.81/289.61 (P12(f18(a2,f6(a2),a1),x142911,f18(f18(a2,f6(a2),a1),x142911,f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(rename_variables,[],[13127])).
% 289.81/289.61 cnf(14296,plain,
% 289.81/289.61 (E(f14(a3,f18(a3,f35(f35(f17(a3),f16(a3,f7(a3),x142961)),x142962),f18(a3,f35(f35(f17(a3),x142961),x142962),f12(a3,f18(a3,f6(a3),f6(a3))))),f7(a3)),x142962)),
% 289.81/289.61 inference(rename_variables,[],[13607])).
% 289.81/289.61 cnf(14298,plain,
% 289.81/289.61 (E(f16(x142981,x142982,f20(f6(a1))),f16(x142981,x142982,f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[3054])).
% 289.81/289.61 cnf(14299,plain,
% 289.81/289.61 (P13(a2,f20(f6(a1)),f7(a2))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,13127,14224,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,11692,13340,9069,7124,11707,13348,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,3143,14062,14171,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,398,348,397,361,340,351,11270,5691,13360,8582,10636,3686,12503,13725,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355])).
% 289.81/289.61 cnf(14302,plain,
% 289.81/289.61 (E(f18(f112(f18(a2,a5,f6(a2))),x143021,f35(f35(f17(f112(f18(a2,a5,f6(a2)))),x143022),f6(f112(f18(a2,a5,f6(a2)))))),x143021)),
% 289.81/289.61 inference(scs_inference,[],[709,12841,13127,14224,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,11692,13340,9069,7124,11707,13348,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,9886,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,3143,14062,14171,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,2309,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,398,348,397,361,340,351,11270,5691,13360,8582,10636,3686,10536,12503,13725,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861])).
% 289.81/289.61 cnf(14304,plain,
% 289.81/289.61 (~E(x143041,f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x143041,f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,11692,13340,9069,7124,11707,13348,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,11454,5431,13038,8819,13927,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,3143,14062,14171,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,13586,12864,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,7024,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,10333,11203,2546,3139,9644,2746,14133,7045,3093,2638,3689,2309,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,398,348,397,361,340,351,11270,5691,13360,8582,10636,3686,10536,12503,13725,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259])).
% 289.81/289.61 cnf(14305,plain,
% 289.81/289.61 (~P12(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x143051,f7(f18(a2,f6(a2),a1))),x143051)),
% 289.81/289.61 inference(rename_variables,[],[13186])).
% 289.81/289.61 cnf(14320,plain,
% 289.81/289.61 (P12(a1,f32(a2,f30(f18(a1,f6(a1),f7(a1)))),f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,13323,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,7024,3045,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,2325,3139,9644,2746,14133,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,621,398,348,397,361,340,351,11270,5691,13360,8582,8569,10636,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427])).
% 289.81/289.61 cnf(14324,plain,
% 289.81/289.61 (P12(a3,f6(a3),f16(a3,f7(a3),f6(a3)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,13323,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,7024,3045,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,2325,3139,9644,11010,2746,14133,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,621,398,348,397,361,340,351,438,11270,5691,13360,8582,8569,10636,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533])).
% 289.81/289.61 cnf(14326,plain,
% 289.81/289.61 (~P13(a3,f6(a3),f18(a3,f35(f35(f17(a3),f12(a3,f14(a3,x143261,f6(a3)))),f12(a3,f14(a3,x143261,f6(a3)))),f35(f35(f17(a3),f12(a3,f14(a3,x143261,f6(a3)))),f12(a3,f14(a3,x143261,f6(a3))))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,13323,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13544,13016,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,12061,7024,3045,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,2325,3139,9644,11010,2746,14133,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,621,398,348,397,361,340,351,438,11270,5691,13360,8582,8569,10636,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945])).
% 289.81/289.61 cnf(14337,plain,
% 289.81/289.61 (~P12(a1,f35(f35(f21(a1),a113),f18(a2,x143371,f7(a2))),f35(f35(f21(a1),f33(a5,a120)),f18(a2,x143371,f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,13323,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13544,13016,2389,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,12061,7024,3045,7177,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,621,398,348,397,361,340,351,438,11270,5691,13360,8582,8569,10636,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,371,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993])).
% 289.81/289.61 cnf(14338,plain,
% 289.81/289.61 (P12(a1,f6(a1),f33(a5,x143381))),
% 289.81/289.61 inference(rename_variables,[],[2746])).
% 289.81/289.61 cnf(14340,plain,
% 289.81/289.61 (~P16(a2,f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,13323,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13544,13016,2389,8191,2562,12708,13618,3129,13261,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,8854,11564,7786,12061,7024,3045,7177,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,557,566,13975,422,2285,399,621,398,348,397,352,361,340,351,438,11270,5691,13360,8582,8569,10636,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,371,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169])).
% 289.81/289.61 cnf(14349,plain,
% 289.81/289.61 (~P13(f112(a1),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f32(a2,f7(a2))),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f32(a2,f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,13323,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,13544,13016,2389,8191,2562,12708,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,14117,8854,11564,7786,12061,7024,3045,7177,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,557,2630,566,13975,422,2285,399,621,363,398,348,397,352,361,340,351,438,11270,5691,13360,8582,8569,10636,11243,11217,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,371,495,434,467,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798])).
% 289.81/289.61 cnf(14352,plain,
% 289.81/289.61 (E(f13(f112(a5),f16(f112(a5),x143521,f13(f112(a5),x143522,x143523)),x143523),f13(f112(a5),f16(f112(a5),x143521,x143522),x143523))),
% 289.81/289.61 inference(rename_variables,[],[3519])).
% 289.81/289.61 cnf(14359,plain,
% 289.81/289.61 (~P12(a3,f6(a3),f35(f35(f17(a3),f16(a3,f7(a3),f6(a3))),f14(a3,f16(a3,f18(a3,f16(a3,f6(a3),f7(a3)),f7(a3)),f7(a3)),f7(a3))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,13716,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,13674,13544,13016,2389,8191,2562,12708,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,14117,8854,11564,7786,12061,7024,6654,3045,7177,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,3123,557,2630,566,13975,422,2285,399,621,363,398,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11243,11217,3686,10536,12503,13725,9413,13343,10148,412,375,425,345,371,495,434,467,2572,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532])).
% 289.81/289.61 cnf(14363,plain,
% 289.81/289.61 (P13(f112(a1),f6(f112(a1)),f18(f112(a1),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,13716,5132,6619,11407,8539,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,13674,13544,13016,2389,8191,2562,12708,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,12255,11819,12802,13792,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,14117,8854,11564,7786,12061,7024,6654,3045,7177,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,9848,2301,8879,11580,9838,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,2309,2391,3681,2678,5349,2684,3671,3123,557,2630,566,13975,422,2285,399,621,363,398,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11243,11217,3686,10536,12503,13725,9413,13343,2670,2610,10148,412,375,425,345,371,495,434,467,2572,364,365,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508])).
% 289.81/289.61 cnf(14371,plain,
% 289.81/289.61 (P13(a1,x143711,f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(x143711),f7(a2)))),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[12802])).
% 289.81/289.61 cnf(14382,plain,
% 289.81/289.61 (P12(a3,x143821,x143821)),
% 289.81/289.61 inference(rename_variables,[],[558])).
% 289.81/289.61 cnf(14392,plain,
% 289.81/289.61 (~P12(a1,f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f12(a1,a113)),f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,13407,13256,11692,13340,9069,7124,11707,13348,13716,5132,6619,11407,8539,11838,11342,10838,3703,6453,7812,2251,7741,13963,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,2062,539,12814,13949,14267,9886,13186,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,13674,3501,13544,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,14117,8854,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,2532,7759,5699,9848,2301,8879,11580,9838,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,2678,5349,2684,3671,3123,557,2630,566,13975,558,422,2285,399,621,363,398,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2670,2610,10148,2570,412,375,425,345,371,495,434,467,2572,364,365,355,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795])).
% 289.81/289.61 cnf(14393,plain,
% 289.81/289.61 (P13(a1,x143931,f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(x143931),f7(a2)))),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[12802])).
% 289.81/289.61 cnf(14408,plain,
% 289.81/289.61 (~P13(a1,f18(a1,f16(a1,f35(f35(f17(a1),a113),f18(a1,f7(a1),f12(a1,x144081))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f7(a1),f12(a1,x144081)))),x144082),x144082)),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,11407,8539,11838,11342,10838,3703,6453,14160,7812,2251,7741,13963,7820,9407,9268,6163,14053,2262,13985,14035,14042,11802,4951,2260,14136,10848,2062,539,12814,13949,14267,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,12659,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,14117,8854,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,10360,2532,7759,5699,9848,2301,8879,11580,9838,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,557,2630,566,13975,558,422,598,2285,399,621,363,398,421,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2670,2610,10148,2570,412,375,425,345,371,495,434,467,2572,364,365,355,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388])).
% 289.81/289.61 cnf(14419,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x144191),x144192),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x144193,x144193),x144191)),x144192),x144194)),x144194)),
% 289.81/289.61 inference(rename_variables,[],[13213])).
% 289.81/289.61 cnf(14430,plain,
% 289.81/289.61 (P12(a1,x144301,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x144302,x144302)),x144303),x144301),f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[11692])).
% 289.81/289.61 cnf(14434,plain,
% 289.81/289.61 (~P14(a1,f23(a1,f35(f35(f17(a1),f31(f7(a1))),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f16(f112(a1),f6(f112(a1)),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,2262,13985,14035,14042,14058,11802,4951,2260,14136,7698,10848,2062,539,12814,13949,14267,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,10360,2532,7759,5699,9848,2301,8879,11580,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3161,558,14382,422,598,2285,399,621,363,398,421,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,493,467,2572,364,368,365,355,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312])).
% 289.81/289.61 cnf(14444,plain,
% 289.81/289.61 (~P12(f112(a1),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f6(f112(a1))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,2262,13985,14035,14042,14058,11802,4951,2260,14136,7698,10848,2062,539,12814,13949,14267,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,11836,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,10360,2532,7759,5699,12515,9848,2301,8879,11580,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3161,558,14382,422,353,598,2285,399,621,363,398,421,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,466,469,493,467,2572,364,426,368,365,355,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796])).
% 289.81/289.61 cnf(14449,plain,
% 289.81/289.61 (P12(a2,f20(f6(a1)),x144491)),
% 289.81/289.61 inference(rename_variables,[],[6022])).
% 289.81/289.61 cnf(14451,plain,
% 289.81/289.61 (P12(a2,x144511,f16(a2,f18(a2,x144511,x144512),x144512))),
% 289.81/289.61 inference(rename_variables,[],[6163])).
% 289.81/289.61 cnf(14454,plain,
% 289.81/289.61 (P12(a1,x144541,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x144542,x144542)),x144543),x144541),f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[11692])).
% 289.81/289.61 cnf(14458,plain,
% 289.81/289.61 (~P13(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),f7(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f6(f18(a2,f6(a2),a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,2262,13985,14035,14042,14058,11802,4951,2260,14136,7698,10848,2062,539,12814,13949,14267,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,10360,2532,7759,5699,12515,9848,2301,8879,11580,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,598,2285,399,621,363,398,421,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,466,469,493,467,2572,364,426,368,365,355,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465])).
% 289.81/289.61 cnf(14461,plain,
% 289.81/289.61 (P12(a1,f18(a1,f16(a1,f6(a1),f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2)))),f16(a1,f6(a1),f32(a2,f18(a2,f30(f32(a2,f30(f18(a1,f6(a1),f7(a1))))),f7(a2))))),f6(a1))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,2262,13985,14035,14042,14058,11802,4951,2260,14136,7698,10848,2062,539,12814,13949,14267,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,10360,2532,7759,5699,12515,9848,2301,8879,11580,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,598,2285,399,621,363,398,421,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509])).
% 289.81/289.61 cnf(14468,plain,
% 289.81/289.61 (P12(a2,x144681,f16(a2,f18(a2,x144681,x144682),x144682))),
% 289.81/289.61 inference(rename_variables,[],[6163])).
% 289.81/289.61 cnf(14469,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x144691,f7(a2)),x144692),x144691)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(14471,plain,
% 289.81/289.61 (P12(f112(a1),f35(f35(f17(a2),f6(a2)),x144711),f35(f35(f17(a2),f6(a2)),x144712))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,7698,10848,2062,539,12814,13949,14267,12829,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,598,2285,399,621,363,398,421,348,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386])).
% 289.81/289.61 cnf(14474,plain,
% 289.81/289.61 (~P13(a1,x144741,f18(a2,x144741,f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[11580])).
% 289.81/289.61 cnf(14480,plain,
% 289.81/289.61 (P13(a2,f35(f35(f17(a2),f16(a2,f18(a2,f7(a2),f7(a2)),f18(a2,f7(a2),f7(a2)))),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,7698,10848,2062,539,12814,13949,14267,12829,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,398,421,348,442,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152])).
% 289.81/289.61 cnf(14482,plain,
% 289.81/289.61 (~P13(a2,f6(a2),f35(f35(f17(a2),f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2)))),f35(f35(f17(a2),f7(a2)),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,7698,10848,2062,539,12814,13949,14267,12829,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587])).
% 289.81/289.61 cnf(14488,plain,
% 289.81/289.61 (~P13(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113),f18(a2,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120)),f6(a2)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,9069,7124,11707,13348,13716,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,7698,10848,2062,539,12814,13949,14267,12829,9886,13186,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202])).
% 289.81/289.61 cnf(14489,plain,
% 289.81/289.61 (~P13(a1,x144891,f18(a2,x144891,f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[11580])).
% 289.81/289.61 cnf(14501,plain,
% 289.81/289.61 (P13(a1,x145011,f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(x145011),f7(a2)))),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[12802])).
% 289.81/289.61 cnf(14524,plain,
% 289.81/289.61 (~P12(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x145241,f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),x145241)),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,10671,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195])).
% 289.81/289.61 cnf(14527,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x145271,f7(a2))),f18(a2,x145271,f7(a2))),x145271)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(14541,plain,
% 289.81/289.61 (P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,11307,10671,6654,3045,4220,7177,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808])).
% 289.81/289.61 cnf(14552,plain,
% 289.81/289.61 (~P12(a1,f16(a1,f12(a1,a113),f33(a5,a120)),f6(a1))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400])).
% 289.81/289.61 cnf(14557,plain,
% 289.81/289.61 (~P73(f35(f17(a1),f7(a1)),f18(a2,f18(a5,f16(a5,f6(a2),x145571),x145571),f6(a3)),f18(a2,f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))),f35(f35(f17(a2),f16(a2,f18(a2,f6(a2),f7(a2)),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1))))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,7820,9407,11068,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,11482,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307])).
% 289.81/289.61 cnf(14565,plain,
% 289.81/289.61 (~E(f14(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f16(a2,f7(a2),f7(a2)),f7(a2))),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,14527,7820,9407,11068,9268,6163,14053,14264,14451,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,10895,11482,11437,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2325,3139,9644,3121,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2264,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,12517,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2564,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307,1161,1293,950,1160])).
% 289.81/289.61 cnf(14578,plain,
% 289.81/289.61 (P12(f112(a1),f18(f112(a1),f35(f35(f17(f112(a1)),f16(f112(a1),f20(f6(a1)),f6(a2))),f16(f112(a1),f20(f6(a1)),f6(a2))),f35(f35(f17(f112(a1)),f16(f112(a1),f20(f6(a1)),f6(a2))),f16(f112(a1),f20(f6(a1)),f6(a2)))),f6(f112(a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,14527,7820,9407,11068,9268,6163,14053,14264,14451,14468,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,14151,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,13070,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,10895,11482,11437,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2165,2325,3139,9644,3121,11078,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2264,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,12517,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2564,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307,1161,1293,950,1160,2033,1761,1640,1486,1822])).
% 289.81/289.61 cnf(14580,plain,
% 289.81/289.61 (E(f18(f112(a1),f35(f35(f17(f112(a1)),f16(f112(a1),f20(f6(a1)),f6(a2))),f16(f112(a1),f20(f6(a1)),f6(a2))),f35(f35(f17(f112(a1)),f16(f112(a1),f20(f6(a1)),f6(a2))),f16(f112(a1),f20(f6(a1)),f6(a2)))),f6(f112(a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,8427,7812,2251,7741,13963,14210,14527,7820,9407,11068,9268,6163,14053,14264,14451,14468,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,14151,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,13070,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,10895,11482,11437,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10333,11203,2546,6403,2165,2325,3139,9644,3121,11078,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2264,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,12517,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2564,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307,1161,1293,950,1160,2033,1761,1640,1486,1822,1331])).
% 289.81/289.61 cnf(14586,plain,
% 289.81/289.61 (~P13(a1,f12(a1,f16(a1,a113,f6(a1))),f43(f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(a113),f7(a2)))),f7(a1)))),a113,f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,2462,8427,7812,2251,7741,13963,14210,14527,7820,9407,11068,9268,6163,14053,14264,14451,14468,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,14151,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,13070,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,13710,12255,11819,12802,13792,14168,14371,14393,14501,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13484,12868,13586,12864,12866,10895,11482,11437,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10624,10333,11203,2546,6403,2165,2325,3139,9644,3121,11078,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3679,2264,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,12517,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2564,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307,1161,1293,950,1160,2033,1761,1640,1486,1822,1331,1651,1930])).
% 289.81/289.61 cnf(14592,plain,
% 289.81/289.61 (~P13(a1,f12(a1,f16(a1,f6(a1),f18(a1,f18(a1,f32(a2,f30(f7(a1))),f7(a1)),f7(a1)))),f43(f32(a2,f7(a2)),f6(a1),f16(a1,f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),f33(a5,a120)),f35(f35(f17(a1),f18(a1,f32(a2,f30(f6(a1))),f7(a1))),a113))))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,2462,8427,7812,2251,7741,13963,14210,14527,7820,9407,11068,9268,6163,14053,14264,14451,14468,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,14151,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,6432,13674,3501,13544,5926,13016,2389,8191,13070,2562,12708,13184,13618,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,11499,13710,12255,11819,12802,13792,14168,14371,14393,14501,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13134,13484,12868,13586,12864,12866,10895,11482,11437,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10624,10333,11203,11623,2546,6403,2165,2325,3139,9644,3121,11078,11010,10231,2746,14133,14144,14338,7045,3093,2638,3689,3135,2309,2391,3681,3111,3679,2264,2678,5349,2684,3671,3123,4598,557,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,12517,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,2564,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307,1161,1293,950,1160,2033,1761,1640,1486,1822,1331,1651,1930,1501,1929])).
% 289.81/289.61 cnf(14605,plain,
% 289.81/289.61 (~P13(a2,f18(a2,f6(a2),f7(a2)),f18(a2,f16(a2,f7(a2),f7(a2)),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[709,12841,9549,13197,13127,14224,14291,11769,9067,11758,13153,13425,11427,5398,12507,13548,13492,12670,13407,13256,11692,14263,14430,14454,13340,13910,9069,7124,7502,11707,13348,13716,8099,7498,9374,5132,6619,10885,12248,12263,11407,8539,11838,11342,10838,3703,6453,14160,2462,8427,7812,2251,7741,13963,14210,14527,7820,9407,11068,9268,6163,14053,14264,14451,14468,2262,13985,14035,14042,14058,11802,4951,2260,14136,14274,14469,7633,7698,10848,2062,539,12814,13949,14267,12829,9886,9842,13186,14305,13312,10295,12210,10920,12483,9512,11882,8372,12473,9284,11162,9122,9291,13427,11310,12687,13378,9323,13250,6694,11836,7602,8577,14151,10992,9658,11297,6805,3054,14298,11454,5431,13038,8819,13927,3218,9990,13323,3519,14352,12676,13777,13809,13876,13946,8343,13986,14043,3525,12934,3323,11445,9142,11659,13136,13607,14296,8571,3143,14062,14171,9946,13526,8052,6432,13674,3501,13544,5926,13016,2389,8191,13070,2562,12708,13184,13618,13382,3129,13261,13672,12896,8530,13317,13293,12589,12790,13486,12659,10458,13226,12741,12795,13290,10648,11513,11905,12830,14002,11554,13685,9189,9635,13615,14015,14180,14203,12960,12787,12784,12713,13765,13839,9695,13213,13814,13824,13938,14197,14284,14419,12844,13978,13167,11499,13710,12255,11819,12802,13792,14168,14371,14393,14501,13245,7406,13856,12811,13806,13962,13972,13993,14019,14026,11409,12727,11431,14087,14139,14176,9315,13998,12985,13335,10785,11777,10709,12800,7344,13479,13542,12068,11134,13134,13484,12868,13586,12864,12866,10895,11482,11437,11993,9009,14066,10667,6636,11712,9084,2626,10887,14117,8854,11070,11564,7786,10240,12061,7024,11307,10671,6654,3045,4220,7177,3113,10644,10835,9641,5337,8351,6022,13999,14214,14281,14449,10360,2532,7759,5699,12515,10227,9848,2301,8879,11580,14256,14474,14489,9838,11760,10624,10333,11203,11623,2546,6403,2165,2325,3139,9644,3121,11078,11010,10231,2746,14133,14144,14338,7045,3093,6336,2638,3689,3135,2309,2391,3681,3111,3679,2264,2678,5349,2684,3671,3123,4598,557,2448,2630,566,13975,3678,3161,558,14382,422,353,12581,598,2285,341,399,621,363,443,398,421,348,442,397,352,361,340,444,351,438,437,11270,5691,12517,13360,8582,8569,10636,11267,11243,11217,3686,10536,12503,13725,9413,13343,2614,2670,2610,2576,2580,10148,10566,2564,2570,412,375,425,345,371,495,411,434,447,449,466,469,493,467,2572,364,426,368,365,355,366,528,420,408,407,1613,1030,1369,1361,1219,1380,1306,1348,1004,1462,1263,1242,1165,1221,995,1081,1156,894,1223,900,1448,1558,1124,1025,955,1459,904,817,1029,888,810,1075,1069,1460,1129,1259,1080,1555,1447,999,1234,1130,1455,1349,1225,911,1166,1359,1461,1468,1360,1207,1375,1244,1376,954,899,1457,889,1256,1350,2019,1039,915,1254,956,1265,1362,1679,1673,1367,1079,1681,1015,1578,1226,1074,1009,1031,1556,1010,1157,25,1103,1557,26,1104,807,1260,7,8,2,1163,990,1697,1300,1437,887,1441,1082,944,1469,1426,1438,1087,1451,1338,1216,959,1444,993,2041,1720,794,1118,1321,1694,2035,1545,1143,1109,1308,1854,1064,1483,1214,1173,1215,930,1688,1436,1172,1113,1217,1973,1695,1416,2040,1307,1120,2042,875,2044,1401,1356,1117,1480,931,1099,1024,1344,1088,829,1853,1171,1514,1481,1133,850,1086,1053,2046,1477,1287,1542,1611,1378,1373,1476,1023,971,946,1304,1989,1112,2036,1975,1482,941,1036,1990,1887,2047,1292,1976,1343,1105,1178,1610,2038,1991,1140,960,1179,1684,831,1607,1690,862,789,1396,976,1478,1374,1479,257,1309,1974,1286,1434,1992,1056,1020,2034,2045,1114,1686,260,263,256,258,309,1355,323,861,259,274,275,265,255,3,331,308,264,1427,1533,1945,937,1040,1931,1993,1169,1471,1648,820,1798,1872,1921,1534,1532,1635,1508,1863,1871,1924,1492,1873,1736,1979,1926,1741,1742,1735,1795,1639,985,1128,1199,1852,1388,1807,1960,890,1512,1801,1646,1201,1743,1650,951,1312,1844,1637,1197,953,1796,1466,1851,1800,1740,1465,1509,1658,1432,1386,1198,1491,1919,1152,1587,1196,1634,1202,1464,1636,1467,1655,1797,1200,1487,1530,1463,1803,1136,1799,1305,1641,1537,1195,1721,1847,1846,1232,1585,1017,1808,1357,1994,1055,1470,1400,1188,307,1161,1293,950,1160,2033,1761,1640,1486,1822,1331,1651,1930,1501,1929,1657,1932,1645,1667,1497,1018])).
% 289.81/289.61 cnf(14613,plain,
% 289.81/289.61 (P12(a3,f18(a3,f35(f35(f17(a3),f7(a3)),f6(a3)),x146131),f18(a3,f35(f35(f17(a3),f7(a3)),f7(a3)),x146131))),
% 289.81/289.61 inference(rename_variables,[],[12822])).
% 289.81/289.61 cnf(14621,plain,
% 289.81/289.61 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x146211,f6(a2)),f7(a2))),f6(a2)),f18(a2,f18(a2,x146211,f6(a2)),f7(a2))),x146212)),
% 289.81/289.61 inference(scs_inference,[],[8561,9356,13647,12729,12822,1369,1361,1030,1232,1348])).
% 289.81/289.61 cnf(14629,plain,
% 289.81/289.61 (~E(f35(f35(f17(a3),f6(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.61 inference(scs_inference,[],[12841,14480,8561,9356,13647,13513,12729,12822,1369,1361,1030,1232,1348,1018,1017,995,900])).
% 289.81/289.61 cnf(14631,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2)))),f18(a2,f18(a2,f18(a2,f6(a2),f7(a2)),f7(a2)),f18(a2,f6(a2),f7(a2))))),f6(a2))),
% 289.81/289.61 inference(scs_inference,[],[12841,14480,8561,9356,13647,13513,12930,12729,12822,1369,1361,1030,1232,1348,1018,1017,995,900,1081])).
% 289.81/289.61 cnf(14637,plain,
% 289.81/289.61 (P13(a2,f6(a2),f18(a2,f6(a2),f35(f35(f17(a2),f7(a2)),f7(a2))))),
% 289.81/289.61 inference(scs_inference,[],[12841,14480,11083,8561,9356,13647,13800,13513,13905,12930,12729,12822,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817])).
% 289.81/289.61 cnf(14638,plain,
% 289.81/289.61 (~E(f18(a2,x146381,f35(f35(f17(a2),f7(a2)),f7(a2))),x146381)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(14640,plain,
% 289.81/289.61 (~P13(a2,x146401,f18(a2,f35(f35(f17(a2),f16(a2,x146402,x146402)),x146403),f6(a2)))),
% 289.81/289.61 inference(scs_inference,[],[12841,14480,11083,8561,9356,13647,13800,13513,13905,12930,12729,12822,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242])).
% 289.81/289.61 cnf(14643,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f35(f35(f17(a2),f18(a2,x146431,x146432)),f18(a2,x146431,x146432)),f7(a2)),x146432)),
% 289.81/289.61 inference(scs_inference,[],[12841,14480,11083,8561,9356,6730,13647,13800,13513,13905,12930,12729,12822,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219])).
% 289.81/289.61 cnf(14644,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f35(f35(f17(a2),x146441),x146441),f7(a2)),x146441)),
% 289.81/289.61 inference(rename_variables,[],[6730])).
% 289.81/289.61 cnf(14648,plain,
% 289.81/289.61 (~P13(a2,f35(f35(f17(a2),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2))))),x146481),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),x146481))),
% 289.81/289.61 inference(scs_inference,[],[12841,14480,11083,8561,9356,6730,10759,13647,13800,13513,13905,12930,12729,12822,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585])).
% 289.81/289.61 cnf(14667,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,f18(a2,f18(a2,x146671,x146672),x146673),x146673)),x146671)),
% 289.81/289.61 inference(scs_inference,[],[12841,14246,14480,11083,8561,9356,6730,10759,12840,13647,13800,13513,10248,14605,13901,13905,12930,13838,12729,14237,12822,14482,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221])).
% 289.81/289.61 cnf(14668,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,f18(a2,x146681,x146682),x146682)),x146681)),
% 289.81/289.61 inference(rename_variables,[],[13838])).
% 289.81/289.61 cnf(14670,plain,
% 289.81/289.61 (P12(a2,f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x146701,f7(a2))),f20(f6(a1))),f18(a2,x146701,f7(a2))),x146702),x146702)),
% 289.81/289.61 inference(scs_inference,[],[12841,14246,14480,11083,8561,9356,6730,10759,12840,13647,13800,13513,10248,14605,13901,13905,12930,13974,13838,12729,14237,12822,14482,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025])).
% 289.81/289.61 cnf(14672,plain,
% 289.81/289.61 (~P13(a1,f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f12(a1,a113)),f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[12841,14392,14246,14480,11083,8561,9356,6730,10759,12840,13647,13800,13513,10248,14605,13901,13905,12930,13974,13838,12729,14237,12822,14482,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004])).
% 289.81/289.61 cnf(14677,plain,
% 289.81/289.61 (P13(a2,x146771,f18(f18(a2,a5,f6(a2)),f18(a2,f18(a2,x146771,x146772),f7(a2)),f16(a2,f18(a2,f6(f18(a2,a5,f6(a2))),x146773),x146773)))),
% 289.81/289.61 inference(rename_variables,[],[12792])).
% 289.81/289.61 cnf(14690,plain,
% 289.81/289.61 (E(f18(a3,f35(f35(f17(a3),f16(a3,x146901,x146901)),x146902),f16(a3,f18(a3,x146903,f7(a3)),f7(a3))),x146903)),
% 289.81/289.61 inference(rename_variables,[],[14250])).
% 289.81/289.61 cnf(14694,plain,
% 289.81/289.61 (~P13(a1,f6(a1),f35(f35(f17(a1),f33(f18(a2,a5,f6(a2)),f6(f18(a2,a5,f6(a2))))),f33(f18(a2,a5,f6(a2)),f6(f18(a2,a5,f6(a2))))))),
% 289.81/289.61 inference(scs_inference,[],[12841,14392,14246,14320,14480,11083,8561,9356,6730,10759,12840,13647,13800,14250,13513,10248,14605,13901,13905,14122,12930,13974,12792,13838,12729,14237,12822,14482,10291,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207])).
% 289.81/289.61 cnf(14700,plain,
% 289.81/289.61 (P13(a3,f16(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3)))),f6(a3))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,14320,14480,11083,8561,9356,6730,10759,12840,13647,13800,14250,13513,10248,14605,13901,13905,14122,12930,13974,12792,13838,12729,12699,14237,12822,14482,10291,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244])).
% 289.81/289.61 cnf(14703,plain,
% 289.81/289.61 (P12(a2,f18(a2,f35(f35(f17(a2),f16(a2,f16(a2,f20(f6(a1)),f20(f6(a1))),f20(f6(a1)))),x147031),x147032),x147032)),
% 289.81/289.61 inference(rename_variables,[],[14279])).
% 289.81/289.61 cnf(14724,plain,
% 289.81/289.61 (~P12(a3,f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x147241,x147241),x147242)),x147243),f18(a3,f18(a3,f35(f35(f17(a3),x147242),x147243),x147244),f7(a3))),x147244)),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,14320,14480,13418,11083,8561,9356,6730,10759,12840,13647,13800,14250,13513,10248,14605,13901,13871,13905,14122,12930,13974,12792,14279,14143,13838,12729,13823,13847,12699,14237,12822,7596,14482,11655,10291,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459])).
% 289.81/289.61 cnf(14725,plain,
% 289.81/289.61 (~P12(a3,f18(a3,f35(f35(f17(a3),x147251),x147252),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x147253,x147253),x147251)),x147252),f18(a3,x147254,f7(a3)))),x147254)),
% 289.81/289.61 inference(rename_variables,[],[13823])).
% 289.81/289.61 cnf(14738,plain,
% 289.81/289.61 (E(f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x147381,f7(a2))),f6(a2)),f18(a2,x147381,f7(a2))),x147382),x147382)),
% 289.81/289.61 inference(rename_variables,[],[14101])).
% 289.81/289.61 cnf(14749,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f35(f35(f17(a3),x147491),x147492),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x147493,x147493),x147491)),x147492),f18(a3,f16(a3,x147494,f7(a3)),f7(a3)))),x147494)),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,13759,14320,14480,13418,11083,8561,9356,2462,6730,10759,12840,13647,13800,14209,14101,14250,13513,10248,14605,13901,13871,13905,14541,14122,12930,13974,12792,14279,14143,12761,13838,12729,13823,14725,13847,12699,14237,12822,7596,14482,11655,10291,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254])).
% 289.81/289.61 cnf(14750,plain,
% 289.81/289.61 (~P12(a3,f18(a3,f35(f35(f17(a3),x147501),x147502),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x147503,x147503),x147501)),x147502),f18(a3,x147504,f7(a3)))),x147504)),
% 289.81/289.61 inference(rename_variables,[],[13823])).
% 289.81/289.61 cnf(14754,plain,
% 289.81/289.61 (~P13(a2,f18(a2,f35(f35(f22(x147541,f18(a2,x147542,f16(a2,f18(a2,f16(a2,x147543,x147544),x147545),x147545)),x147546),x147547),f6(a2)),x147544),x147543)),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,13759,14320,14480,13418,11083,8561,9356,2462,6730,10759,12840,13647,13800,14209,14101,14250,13513,10248,14605,13901,13871,13905,14541,14122,12930,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,12699,14237,12822,7596,14482,11655,10291,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556])).
% 289.81/289.61 cnf(14764,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f35(f35(f17(a2),x147641),x147641),f7(a2)),x147641)),
% 289.81/289.61 inference(rename_variables,[],[6730])).
% 289.81/289.61 cnf(14772,plain,
% 289.81/289.61 (P13(a2,x147721,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),x147721)),f18(a2,f18(a2,f6(a2),f7(a2)),x147721)))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,10759,12840,13270,13647,13800,14209,14101,14250,13513,11930,10248,14605,13901,13871,13905,14541,14122,13630,12930,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,12699,14237,12822,7596,14482,11655,10291,8808,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673])).
% 289.81/289.61 cnf(14776,plain,
% 289.81/289.61 (P13(a1,x147761,f32(a2,f30(f12(a1,f16(a1,f6(a1),f18(a1,x147761,f7(a1)))))))),
% 289.81/289.61 inference(rename_variables,[],[10738])).
% 289.81/289.61 cnf(14789,plain,
% 289.81/289.61 (~E(f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f12(a1,a113)),f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,10759,12840,13270,8586,7915,13647,13800,14209,14101,14250,13513,11930,10248,9599,14605,13901,13871,13905,14541,14122,13630,12930,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,12699,14237,12822,7596,14482,11655,10738,10291,8808,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807])).
% 289.81/289.61 cnf(14791,plain,
% 289.81/289.61 (P12(a3,f35(f35(f17(a3),f6(a3)),f6(a3)),f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,10759,12840,13270,8586,7915,13647,13800,14209,14101,14250,13513,11930,10248,9599,14605,13901,13871,13905,14541,14122,13630,12930,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,12699,14237,12822,7596,14482,11655,10738,10291,8808,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010])).
% 289.81/289.61 cnf(14802,plain,
% 289.81/289.61 (E(x148021,f18(f112(f18(a2,a5,f6(a2))),x148021,f35(f35(f17(f112(f18(a2,a5,f6(a2)))),x148022),f6(f112(f18(a2,a5,f6(a2)))))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,10759,12840,14302,13270,8586,7915,13647,13800,13639,14209,14101,14250,13513,11930,10248,9599,14605,13901,13871,13905,14541,14122,13630,12930,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,12699,14237,12822,7596,14482,11655,10738,10291,8808,12784,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2])).
% 289.81/289.61 cnf(14819,plain,
% 289.81/289.61 (P12(f112(a1),f35(f35(f17(f112(a1)),f16(f112(a1),f20(f6(a1)),f6(a2))),f16(f112(a1),f20(f6(a1)),f6(a2))),f6(f112(a1)))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,10759,12840,14302,13270,8586,14324,7915,13647,13800,13639,14209,14101,14250,13513,11930,14244,10248,14578,9599,14605,13901,13871,13905,14541,14122,13630,12930,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,13914,12699,14237,12822,7596,13283,14482,11655,10738,10291,8808,9692,12784,11623,579,481,2672,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417])).
% 289.81/289.61 cnf(14824,plain,
% 289.81/289.61 (P13(a3,x148241,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x148242,x148242)),x148243),x148241),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[14047])).
% 289.81/289.61 cnf(14827,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x148271,f7(a2)),x148272),x148271)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(14834,plain,
% 289.81/289.61 (P12(a2,f16(a2,f6(a2),x148341),x148342)),
% 289.81/289.61 inference(rename_variables,[],[8260])).
% 289.81/289.61 cnf(14843,plain,
% 289.81/289.61 (P12(a2,x148431,x148431)),
% 289.81/289.61 inference(rename_variables,[],[557])).
% 289.81/289.61 cnf(14845,plain,
% 289.81/289.61 (P12(f112(a1),f7(f112(a1)),f35(f35(f21(f112(a1)),f7(f112(a1))),x148451))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,2260,10759,12840,14302,13007,13270,14192,8586,14324,7915,13647,13800,13639,14209,14101,14250,13513,11930,14244,10248,14578,9599,14605,13901,13871,13905,14541,14122,13630,12930,14266,13974,12792,13258,14279,14143,12761,13838,12729,13823,14725,13847,13914,12699,14047,14237,12822,7596,13283,14482,11655,10738,10291,8808,9692,12784,2674,10644,8260,10227,11623,557,579,481,2636,2672,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300])).
% 289.81/289.61 cnf(14848,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x148481,f7(a2))),f18(a2,x148481,f7(a2))),x148481)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(14849,plain,
% 289.81/289.61 (P13(a3,x148491,f18(a3,x148492,f18(a3,x148493,f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,x148491,x148492)),x148493)),f7(a3)))))),
% 289.81/289.61 inference(rename_variables,[],[14116])).
% 289.81/289.61 cnf(14852,plain,
% 289.81/289.61 (P12(a2,x148521,f18(a2,x148521,x148522))),
% 289.81/289.61 inference(rename_variables,[],[595])).
% 289.81/289.61 cnf(14855,plain,
% 289.81/289.61 (P13(a3,x148551,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x148552,x148552)),x148553),x148551),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[14047])).
% 289.81/289.61 cnf(14856,plain,
% 289.81/289.61 (P13(a3,f16(a3,x148561,f18(a3,f12(a3,f16(a3,f6(a3),f12(a3,f16(a3,x148562,x148561)))),f7(a3))),x148562)),
% 289.81/289.61 inference(rename_variables,[],[14028])).
% 289.81/289.61 cnf(14858,plain,
% 289.81/289.61 (~P13(f112(a3),f18(f112(a3),f35(f35(f17(f112(a3)),x148581),x148581),f35(f35(f17(f112(a3)),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2)))),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))))),f6(f112(a3)))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,7741,2260,10759,12840,14302,13007,13270,14192,8586,14324,7915,13647,13800,13639,14209,14101,14250,13513,11930,14244,10248,13018,14578,9599,14605,13901,13871,13905,14541,14122,13630,12930,14266,13974,12792,13258,14279,14143,12761,13838,12729,14116,13823,14725,13847,14028,13914,12699,14047,14824,14237,12822,7596,9830,13283,14482,11655,10738,10291,8808,9692,8962,12784,2674,10644,8260,10227,11623,595,557,579,481,2636,2672,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034])).
% 289.81/289.61 cnf(14860,plain,
% 289.81/289.61 (P13(f18(a2,f6(a2),a1),f6(f18(a2,f6(a2),a1)),f18(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1)))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,13759,14320,14480,13418,11083,8561,9356,2462,6730,14644,7741,2260,10759,12840,14302,13007,13270,14192,8586,14324,7915,13647,13800,13639,14209,14101,14250,13513,11930,14244,10248,13018,14578,9599,14605,13901,13871,13905,14541,14122,13630,12930,14266,13974,12792,13258,14279,14143,12761,13838,12729,14116,13823,14725,13847,14028,13914,12699,14047,14824,14237,12822,7596,9830,13283,14482,11655,10738,11091,10291,8808,9692,8962,12784,2674,10644,8260,10227,11623,595,557,579,3668,481,2636,2672,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308])).
% 289.81/289.61 cnf(14870,plain,
% 289.81/289.61 (P12(a2,f35(f35(f17(a2),x148701),f14(a2,f6(a2),x148701)),f16(a2,f6(a2),f13(a2,f6(a2),x148701)))),
% 289.81/289.61 inference(rename_variables,[],[9356])).
% 289.81/289.61 cnf(14880,plain,
% 289.81/289.61 (P13(a3,x148801,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x148802,x148802)),x148803),x148801),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[14047])).
% 289.81/289.61 cnf(14884,plain,
% 289.81/289.61 (P12(a2,x148841,f16(a2,f18(a2,x148841,x148842),x148842))),
% 289.81/289.61 inference(rename_variables,[],[6163])).
% 289.81/289.61 cnf(14887,plain,
% 289.81/289.61 (P12(a2,x148871,x148871)),
% 289.81/289.61 inference(rename_variables,[],[557])).
% 289.81/289.61 cnf(14895,plain,
% 289.81/289.61 (P12(a2,x148951,f18(a2,x148951,x148952))),
% 289.81/289.61 inference(rename_variables,[],[595])).
% 289.81/289.61 cnf(14901,plain,
% 289.81/289.61 (~E(f18(a2,x149011,f18(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f7(a2)),f7(a2)))),f18(a2,f6(a2),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,13759,14320,14480,13418,11083,8561,9356,14870,2462,6730,14644,14764,7741,6163,2260,14827,10759,539,12840,14302,13007,13270,14192,8586,14324,7915,13647,13800,14638,13639,14209,14101,14250,13513,11930,14244,13307,10248,11937,13018,14578,11226,9599,14605,13901,13871,13905,14541,14122,13630,12930,14266,13974,12792,13258,14279,14143,12761,13838,12729,14116,13823,14725,13847,14028,13914,12699,14047,14824,14855,14237,12822,7596,9830,13283,14482,14340,11655,11501,9638,10738,9103,11091,10291,8808,9692,4776,12361,8962,12784,2674,2654,10644,8260,10227,11623,3439,6292,595,14852,557,14843,598,352,362,579,12479,3668,481,2636,2672,2640,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214])).
% 289.81/289.61 cnf(14902,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x149021,f7(a2)),x149022),x149021)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(14903,plain,
% 289.81/289.61 (~E(f18(a2,x149031,f35(f35(f17(a2),f7(a2)),f7(a2))),x149031)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(14915,plain,
% 289.81/289.61 (P12(a1,x149151,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x149152,x149152)),x149153),x149151)))),
% 289.81/289.61 inference(rename_variables,[],[11859])).
% 289.81/289.61 cnf(14941,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x149411,f7(a2))),f18(a2,x149411,f7(a2))),x149411)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(14945,plain,
% 289.81/289.61 (P13(a2,f30(f18(a1,f12(a1,f6(a1)),f7(a1))),f42(f18(a1,f12(a1,f6(a1)),f7(a1))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,9099,13759,14320,14480,13418,11083,11859,8561,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,6163,2260,14827,10848,10759,539,12840,14302,13517,13007,13270,14192,12947,8586,14324,7915,13647,13800,14638,13639,14209,14101,14250,13513,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,9599,14605,13901,13871,13905,14541,6046,14122,13630,12930,14266,13974,12792,8813,13258,14279,14143,12761,13838,12729,14116,13823,14725,13764,13847,14028,13914,12699,11414,14047,14824,14855,14237,12822,7596,9830,10287,13283,14482,13744,14340,14326,11655,11501,9638,10237,10738,8991,9103,10618,11091,10291,8808,9692,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,3689,3681,595,14852,557,14843,598,360,352,362,579,12479,3668,481,2636,2672,2640,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304])).
% 289.81/289.61 cnf(14946,plain,
% 289.81/289.61 (P12(a1,x149461,f18(a1,f12(a1,x149461),f7(a1)))),
% 289.81/289.61 inference(rename_variables,[],[6144])).
% 289.81/289.61 cnf(14950,plain,
% 289.81/289.61 (P13(a3,x149501,f18(a3,f35(f35(f17(a3),x149502),x149503),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x149504,x149504),x149502)),x149503),f18(a3,x149501,f7(a3)))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,9099,13759,14320,14480,13418,11083,11859,8561,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,6163,2260,14827,10848,10759,539,12840,14302,13517,13007,13270,14192,12947,8586,14324,7915,13647,13800,14638,13639,14209,14101,13813,14250,13513,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,9599,14605,13901,13871,13905,14541,6046,14122,13630,12930,14266,13974,12792,8813,13258,14279,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14237,12822,7596,9830,10287,13283,14482,13744,14340,14326,11655,11501,9638,10237,10738,8991,9103,10618,11091,10291,8808,9692,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,3689,3681,595,14852,557,14843,598,360,352,362,579,12479,3668,481,3630,2636,2672,2640,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960])).
% 289.81/289.61 cnf(14963,plain,
% 289.81/289.61 (~E(f18(a2,x149631,f35(f35(f17(a2),f7(a2)),f7(a2))),x149631)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(14965,plain,
% 289.81/289.61 (P13(a2,f16(a2,f18(a2,f7(a2),f7(a2)),f13(a2,x149651,f18(a2,f7(a2),f7(a2)))),f16(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f13(a2,x149651,f18(a2,f7(a2),f7(a2)))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,9099,13759,14320,14480,13418,11083,11859,8561,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,6163,2260,14827,10848,10759,539,12840,14302,10299,13517,13007,13270,14192,12947,8586,14324,7915,13647,13800,14638,14903,13639,14209,14101,13813,14250,13513,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11261,9599,14605,13901,13871,13905,14541,6046,14122,13630,12930,14266,13974,12792,8813,13258,14279,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14237,10384,12822,7596,9830,10287,13283,14482,13744,14340,14326,11655,11501,9638,10237,10738,8991,11461,9103,10618,11091,8507,10291,8808,9692,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,3689,3681,595,14852,557,14843,598,360,352,362,579,12449,12479,3668,481,3630,2636,2672,2640,2648,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610])).
% 289.81/289.61 cnf(14966,plain,
% 289.81/289.61 (P12(a2,f13(a2,x149661,f18(a2,x149662,f7(a2))),f18(a2,x149662,f7(a2)))),
% 289.81/289.61 inference(rename_variables,[],[10384])).
% 289.81/289.61 cnf(14975,plain,
% 289.81/289.61 (P13(a3,f16(a3,x149751,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x149752,x149752)),x149753),f12(a3,f16(a3,x149754,x149751))),f7(a3))),x149754)),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14392,14246,5311,9099,13759,14320,14480,13418,11083,11859,8561,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,6163,2260,14827,10848,10759,539,12840,14302,10299,13517,13007,13270,14192,12947,8586,14324,7915,13647,13800,14638,14903,13639,14209,14101,13813,14250,13513,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11261,9599,14605,13901,13871,13905,14541,6046,14122,13630,12930,14266,13974,12792,8813,13258,14279,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,7596,11800,9830,10287,13283,14482,13744,14340,14326,12222,11655,11501,9638,10237,10738,8991,7051,11461,9103,10618,11091,8507,10291,8808,9692,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,3689,3681,595,14852,557,14843,558,598,360,352,362,579,12449,12479,3668,481,3630,2636,2672,2640,2648,408,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854])).
% 289.81/289.61 cnf(14976,plain,
% 289.81/289.61 (P13(a3,x149761,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x149762,x149762)),x149763),x149761),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[14047])).
% 289.81/289.61 cnf(14980,plain,
% 289.81/289.61 (~P13(a2,x149801,f35(f35(f17(a2),x149802),f6(a2)))),
% 289.81/289.61 inference(rename_variables,[],[6173])).
% 289.81/289.61 cnf(14987,plain,
% 289.81/289.61 (P13(a2,x149871,f18(a2,x149871,f7(a2)))),
% 289.81/289.61 inference(rename_variables,[],[603])).
% 289.81/289.61 cnf(14993,plain,
% 289.81/289.61 (~P13(a1,f18(a1,x149931,f12(a1,a113)),f18(a1,x149931,f33(a5,a120)))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14223,14392,14246,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,6163,2260,14827,10848,10759,539,12840,14302,10299,13517,13007,13270,14192,9432,12947,13620,8586,14324,7915,13647,13800,14638,14903,13639,14209,14101,13813,14250,13513,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11261,9599,14605,13901,13871,13905,14541,6046,14122,13630,12930,14266,13974,12792,8813,13258,14279,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14340,14326,12222,11655,11501,9638,10237,10738,8991,7051,11461,9103,10618,11091,8507,10291,8808,9692,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,6173,3689,3681,595,14852,557,14843,603,558,598,360,397,352,362,579,12449,12479,3668,481,3630,2636,2672,2640,2648,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688])).
% 289.81/289.61 cnf(15010,plain,
% 289.81/289.61 (P13(a1,f6(a1),f35(f35(f17(a1),f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113))),f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113))))),
% 289.81/289.61 inference(scs_inference,[],[2074,12841,14223,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,9268,6163,2260,14827,10848,10759,539,12840,14302,10299,13517,13007,13270,14192,9432,12947,13620,8586,14324,7915,13647,13800,14638,14903,13639,14209,14101,13813,14250,13513,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14340,14326,12222,11655,11501,9638,10237,10738,4807,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,9692,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,6173,3692,3689,3681,595,14852,557,14843,603,558,598,360,397,352,359,362,579,12449,12479,3668,2652,481,3630,2636,2672,2640,2648,467,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396])).
% 289.81/289.61 cnf(15033,plain,
% 289.81/289.61 (P12(a2,x150331,f18(a2,x150331,x150332))),
% 289.81/289.61 inference(rename_variables,[],[595])).
% 289.81/289.61 cnf(15049,plain,
% 289.81/289.61 (P12(a2,x150491,x150491)),
% 289.81/289.61 inference(rename_variables,[],[557])).
% 289.81/289.61 cnf(15056,plain,
% 289.81/289.61 (~P13(a3,f16(a3,f6(a3),f16(a3,f7(a3),f18(a3,f7(a3),f7(a3)))),f18(a3,f6(a3),f7(a3)))),
% 289.81/289.61 inference(scs_inference,[],[2074,9549,12841,14223,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,9268,6163,2260,14827,4951,10848,10759,539,12840,14302,10299,13517,12782,13007,13270,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,11780,13800,14638,14903,13639,14209,14101,13813,14250,13513,11657,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11227,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,13802,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14146,14340,14326,12222,11655,10788,11501,9638,10237,10738,4807,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,6306,9692,3075,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,6173,3692,3689,3681,595,14852,14895,3679,557,14843,14887,603,3161,558,598,421,360,397,352,359,362,579,12449,12479,3668,5675,2652,481,3630,2636,2672,2640,2648,467,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374])).
% 289.81/289.61 cnf(15058,plain,
% 289.81/289.61 (P12(f18(a2,f6(a2),a1),x150581,f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x150581,f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(scs_inference,[],[2074,9549,12841,14223,14524,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7741,14848,9268,6163,2260,14827,4951,10848,10759,539,12840,14302,10299,13517,12782,13007,13270,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,11780,13800,14638,14903,13639,14209,14101,13813,14250,13513,11657,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11227,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,13802,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14146,14340,14326,12222,11655,10788,11501,9638,10237,10738,4807,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,6306,9692,3075,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,6173,3692,3689,3681,595,14852,14895,3679,557,14843,14887,603,3161,558,598,421,360,397,352,359,362,579,12449,12479,3668,5675,2652,481,3630,2636,2672,2640,2648,467,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971])).
% 289.81/289.61 cnf(15068,plain,
% 289.81/289.61 (E(f18(a2,f6(a2),f7(a2)),f18(a2,f16(a2,f7(a2),f7(a2)),f7(a2)))),
% 289.81/289.61 inference(scs_inference,[],[2074,9549,12841,14223,14524,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7812,7741,14848,9268,6163,2260,14827,4951,10848,10759,539,12840,14302,10299,13517,12782,13007,13270,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,11780,13800,14638,14903,13639,14209,14101,13813,14250,13513,11657,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11227,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,13802,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,12222,11655,10788,11501,9638,10237,10738,4807,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,6306,9692,3075,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,10227,11623,3439,6292,3093,6173,3692,3689,3681,595,14852,14895,3679,557,14843,14887,603,14987,3161,558,598,421,360,397,352,359,362,579,12449,12479,3668,5675,2652,481,3630,2636,2672,2640,2648,467,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023])).
% 289.81/289.61 cnf(15076,plain,
% 289.81/289.61 (~E(f18(a2,x150761,f35(f35(f17(a2),f7(a2)),f7(a2))),x150761)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(15077,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x150771,f7(a2)),x150772),x150771)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(15079,plain,
% 289.81/289.61 (~E(f18(f18(a2,f6(a2),a5),x150791,f18(a2,f18(a2,f6(f18(a2,f6(a2),a5)),x150792),f7(a2))),x150791)),
% 289.81/289.61 inference(scs_inference,[],[2074,9549,12841,14163,14223,14524,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7812,7741,14848,9268,6163,2262,2260,14827,14902,4951,10848,10759,539,12840,14302,10299,13517,12782,13007,13270,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,11780,13800,14638,14903,14963,13639,14209,14101,13813,14250,13513,11657,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11227,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,13802,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,12222,11655,10788,11501,9638,10237,10738,4807,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,6306,9692,3075,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,3676,10227,11623,3439,6292,3093,6173,3692,3689,3681,595,14852,14895,3679,557,14843,14887,603,14987,3161,558,598,421,360,397,352,359,362,579,12449,12479,5705,3668,5675,2652,481,3630,2636,2672,2640,2648,467,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941])).
% 289.81/289.61 cnf(15080,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x150801,x150802),f7(a2)),x150801)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(15084,plain,
% 289.81/289.61 (~P12(f112(a3),f18(f112(a3),f35(f35(f17(f112(a3)),x150841),f16(f112(a3),x150841,x150842)),f35(f35(f17(f112(a3)),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2)))),f35(f35(f17(a2),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))),f18(a2,f18(a2,f16(a2,f6(f112(a3)),f6(a2)),f6(a2)),f7(a2))))),f18(f112(a3),f35(f35(f17(f112(a3)),x150842),f16(f112(a3),x150841,x150842)),f6(f112(a3))))),
% 289.81/289.61 inference(scs_inference,[],[2074,9549,12841,14163,14223,14524,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7812,7741,14848,9268,6163,2262,2260,14827,14902,4951,10848,10759,539,12840,14302,10299,13517,12782,13007,13270,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,11780,13800,14638,14903,14963,13639,14209,14101,13813,6253,14250,13513,11657,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11227,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,13802,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,7596,11800,9830,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,12222,11655,10788,11501,9638,10237,10738,4807,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,6306,9692,3075,4776,2132,12483,12361,8962,12784,12727,2674,2654,10644,8260,14834,3676,10227,11623,3439,6292,3093,6173,3692,3689,3681,595,14852,14895,3679,557,14843,14887,603,14987,3161,558,598,421,360,397,352,359,362,579,12449,12479,5705,3668,5675,2652,481,10542,3630,2636,2672,2640,434,2648,467,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038])).
% 289.81/289.61 cnf(15093,plain,
% 289.81/289.61 (P12(a2,f7(a2),f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f18(a2,f18(a2,f6(a2),f7(a2)),f6(a2))))),
% 289.81/289.61 inference(scs_inference,[],[2074,9549,12841,14163,14223,14524,14392,14246,14471,14444,5311,9099,13759,14320,14480,13418,14187,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7812,7741,14848,9268,6163,2262,2260,14827,14902,4951,10848,10759,539,12840,14302,10299,13517,12782,13007,13270,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,11780,13800,14638,14903,14963,13639,14209,14101,13813,6253,14250,13513,11657,11930,14580,14244,13465,13307,10248,11937,13018,14578,11226,11227,11261,9599,14605,13901,13781,13871,13905,14541,6046,14122,13630,12930,14266,13974,13802,12792,8813,13258,14279,14703,14143,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,8553,10703,7596,11800,9830,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,12222,11655,10788,11501,9638,10237,10738,4807,7456,8991,7051,11461,9103,13202,10618,11091,8507,10291,8808,6306,4676,9692,3075,4776,2132,12483,12361,8962,6765,12784,12727,2674,2654,10644,8260,14834,3676,10227,11623,3439,6292,3093,6173,3692,3689,3681,595,14852,14895,3679,557,14843,14887,603,14987,3161,558,598,398,421,360,397,352,359,362,579,12449,12479,5705,3668,5675,2652,481,10542,3630,2636,2672,2640,434,2648,467,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684])).
% 289.81/289.61 cnf(15108,plain,
% 289.81/289.61 (P12(a2,x151081,x151081)),
% 289.81/289.61 inference(rename_variables,[],[557])).
% 289.81/289.61 cnf(15115,plain,
% 289.81/289.61 (P12(a2,f6(a2),x151151)),
% 289.81/289.61 inference(rename_variables,[],[566])).
% 289.81/289.61 cnf(15118,plain,
% 289.81/289.61 (~E(f35(f35(f17(a2),f18(a2,x151181,f7(a2))),f18(a2,x151181,f7(a2))),x151181)),
% 289.81/289.61 inference(rename_variables,[],[7741])).
% 289.81/289.61 cnf(15127,plain,
% 289.81/289.61 (E(f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x151271,f7(a2))),f6(a2)),f18(a2,x151271,f7(a2))),x151272),x151272)),
% 289.81/289.61 inference(rename_variables,[],[14101])).
% 289.81/289.61 cnf(15132,plain,
% 289.81/289.61 (~P12(f35(f35(f22(x151321,a2,x151322),x151323),f6(a2)),f18(a2,x151324,f7(a2)),x151324)),
% 289.81/289.61 inference(rename_variables,[],[5029])).
% 289.81/289.61 cnf(15134,plain,
% 289.81/289.61 (E(f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x151341,f7(a2))),f6(a2)),f18(a2,x151341,f7(a2))),x151342),x151342)),
% 289.81/289.61 inference(rename_variables,[],[14101])).
% 289.81/289.61 cnf(15136,plain,
% 289.81/289.61 (E(f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x151361,f7(a2))),f6(a2)),f18(a2,x151361,f7(a2))),x151362),x151362)),
% 289.81/289.61 inference(rename_variables,[],[14101])).
% 289.81/289.61 cnf(15138,plain,
% 289.81/289.61 (E(x151381,f18(a3,f18(a1,f35(f35(f17(a1),f16(a1,x151382,x151382)),x151383),x151381),f6(a3)))),
% 289.81/289.61 inference(rename_variables,[],[12891])).
% 289.81/289.61 cnf(15149,plain,
% 289.81/289.61 (~P13(a1,f18(a1,f16(a1,f35(f35(f17(a1),a113),f18(a1,f7(a1),f12(a1,x151491))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f7(a1),f12(a1,x151491)))),x151492),x151492)),
% 289.81/289.61 inference(rename_variables,[],[14408])).
% 289.81/289.61 cnf(15170,plain,
% 289.81/289.61 (P12(a1,f6(a1),f35(f35(f17(a1),x151701),x151701))),
% 289.81/289.61 inference(rename_variables,[],[3123])).
% 289.81/289.61 cnf(15181,plain,
% 289.81/289.61 (~P13(a3,f6(a3),f35(f35(f17(a3),f12(a3,f14(a3,x151811,f6(a3)))),f12(a3,f14(a3,x151811,f6(a3)))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,14552,11083,11859,8561,8505,13153,9356,14870,2221,2462,6730,14644,14764,6144,7812,7741,14848,14941,11068,9268,6163,2262,2260,14827,14902,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,13465,12623,13307,10248,11937,13018,14578,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,12761,13838,12729,14116,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,10738,14776,4807,7456,8991,7051,6413,11461,9103,13202,10618,11091,8507,10291,8435,8808,10251,6306,4676,9692,3075,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,10644,8260,14834,3676,10227,2193,11623,3439,6292,3093,6173,3692,3689,3681,595,14852,14895,15033,3679,3123,557,14843,14887,15049,603,14987,566,3161,558,353,598,2630,583,398,421,360,397,352,359,361,362,438,437,579,12449,12479,13350,5705,11267,13360,11231,3668,5675,13359,2652,481,10542,439,3630,2636,497,2672,2640,491,434,2648,467,2572,368,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508])).
% 289.81/289.61 cnf(15191,plain,
% 289.81/289.61 (P12(a1,f6(a1),f35(f35(f17(a1),x151911),x151911))),
% 289.81/289.61 inference(rename_variables,[],[3123])).
% 289.81/289.61 cnf(15194,plain,
% 289.81/289.61 (P12(a1,f6(a1),f35(f35(f17(a1),x151941),x151941))),
% 289.81/289.61 inference(rename_variables,[],[3123])).
% 289.81/289.61 cnf(15198,plain,
% 289.81/289.61 (P13(f112(a1),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f6(f112(a1))),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,14552,11083,11859,8561,8505,6231,13153,9356,14870,2221,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,11068,9268,6163,2262,2260,14827,14902,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,13465,12623,13307,10248,11937,13018,14578,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,12761,13838,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,10738,14776,4807,7456,8991,7051,6413,11461,9103,13202,10618,11091,8507,10291,8435,8808,10251,6306,4676,9692,3075,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,10644,8260,14834,3676,10227,2193,11623,3439,6292,3093,6173,3692,13672,2092,3689,3681,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,3161,558,353,598,2630,583,398,421,363,360,397,352,359,361,362,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,11231,3668,5675,13359,2652,481,10542,439,3630,2636,497,2570,2672,2640,491,434,2648,467,2572,368,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657])).
% 289.81/289.61 cnf(15205,plain,
% 289.81/289.61 (~P13(a1,f18(a1,f16(a1,f35(f35(f17(a1),a113),f18(a1,f7(a1),f12(a1,x152051))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f7(a1),f12(a1,x152051)))),x152052),x152052)),
% 289.81/289.61 inference(rename_variables,[],[14408])).
% 289.81/289.61 cnf(15209,plain,
% 289.81/289.61 (~E(f7(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,14552,11083,11859,8561,8505,6231,13153,9356,14870,2221,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,15118,11068,9268,6163,2262,2260,14827,14902,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,14349,13465,12623,13307,10248,11937,13018,14578,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,15149,12761,13838,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,10738,14776,4807,7456,8991,7051,6413,11461,9103,13202,10618,11091,8507,10291,8435,8808,10251,6306,4676,9692,3075,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,10644,8260,14834,3676,10227,2193,11623,3439,6292,3093,6173,3692,13672,2092,3689,3681,3667,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,3161,558,353,598,2630,583,398,421,363,360,348,397,352,359,361,362,351,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,11231,3668,5675,13359,2652,481,10542,439,10184,10186,3630,2636,497,2570,2672,2640,491,434,2648,467,2572,368,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945])).
% 289.81/289.61 cnf(15213,plain,
% 289.81/289.61 (P13(a3,f12(a3,f16(a3,f35(f35(f17(a2),f6(a2)),x152131),f35(f35(f17(a2),f6(a2)),x152131))),f7(a3))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,14552,11083,11859,8561,8505,6231,13153,9356,14870,2221,8099,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,15118,11068,9268,6163,2262,2260,14827,14902,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,14349,13465,12623,13307,10248,11937,13018,14578,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,15149,12761,13838,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14237,10384,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,10738,14776,4807,7456,8991,7051,6413,11461,9103,13202,10618,11091,8507,10291,8435,8808,10251,6306,4676,9692,3075,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,10644,8260,14834,3676,10227,2193,11623,3439,6292,3093,6173,3692,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,3161,558,353,598,2630,583,398,421,363,360,348,397,352,359,361,362,351,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,11231,3668,5675,13359,2652,481,10542,439,10184,10186,3630,2636,497,2570,2672,2640,491,434,493,2648,467,2572,368,419,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924])).
% 289.81/289.61 cnf(15236,plain,
% 289.81/289.61 (~P13(a1,f18(a1,f16(a1,f35(f35(f17(a1),a113),f18(a1,f7(a1),f12(a1,x152361))),f35(f35(f17(a1),f33(a5,a120)),f18(a1,f7(a1),f12(a1,x152361)))),x152362),x152362)),
% 289.81/289.61 inference(rename_variables,[],[14408])).
% 289.81/289.61 cnf(15244,plain,
% 289.81/289.61 (P13(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f18(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1)))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,14552,11083,11859,8561,8505,6231,13153,9356,14870,2221,8099,12263,6453,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,15118,11068,9268,6163,2262,2260,14827,14902,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,14349,13465,12623,13307,10248,11937,13018,14578,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,15149,15205,12761,13838,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,11867,14237,10384,14966,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,10738,14776,4807,7456,8991,7051,6413,11461,9103,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,9692,3075,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,8387,10644,8260,14834,3676,10227,2193,11623,3439,11010,6292,3093,6173,3692,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,3161,558,353,598,2630,583,398,421,363,360,348,397,352,359,361,362,351,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,3666,11231,3668,5675,13359,2652,481,10542,439,10184,10186,10552,3630,2636,497,2570,2672,2640,491,434,493,2648,467,2572,368,419,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466])).
% 289.81/289.61 cnf(15255,plain,
% 289.81/289.61 (P13(a1,f16(a1,x152551,f18(a1,f32(a2,f30(f12(a1,f16(a1,x152552,x152551)))),f7(a1))),x152552)),
% 289.81/289.61 inference(rename_variables,[],[7203])).
% 289.81/289.61 cnf(15261,plain,
% 289.81/289.61 (P12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x152611,x152611)),x152612),x152613),x152613)),
% 289.81/289.61 inference(rename_variables,[],[7045])).
% 289.81/289.61 cnf(15276,plain,
% 289.81/289.61 (P12(a3,f6(a2),f20(f6(a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,14552,11083,11859,8561,8505,6231,13153,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,3521,14349,13465,11545,12623,13307,10248,11937,13018,14578,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,11867,14237,10384,14966,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,6413,11461,9103,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,9692,3075,10662,3447,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,8387,10644,8260,14834,3676,10227,11580,2193,11623,3439,7203,7045,11010,6292,3093,6173,3692,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,3161,558,353,598,342,2630,583,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,3666,11231,3668,5675,13359,2652,481,10542,439,10184,10186,10552,3630,2636,497,2570,2672,2640,491,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152])).
% 289.81/289.61 cnf(15279,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x152791,x152792),f7(a2)),x152791)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(15289,plain,
% 289.81/289.61 (P12(a2,f6(a2),x152891)),
% 289.81/289.61 inference(rename_variables,[],[566])).
% 289.81/289.61 cnf(15293,plain,
% 289.81/289.61 (~P12(f112(a1),f16(f112(a1),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3)))),f35(f35(f17(f112(a1)),f19(f112(a1),f12(f112(a1),f18(a3,f6(f112(a1)),f7(a3))))),f6(f112(a1)))),f6(f112(a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,14552,11083,11859,8561,8505,6231,13153,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,3521,14349,13465,11545,12623,13307,10248,11937,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,11867,14237,10384,14966,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,10327,9692,3075,10662,3447,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,3439,7203,7045,11010,6292,3093,6173,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,15115,3161,558,353,598,342,2630,583,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,3666,11231,3668,5675,13359,2652,481,10542,439,10184,10186,10552,3630,2636,497,2570,2672,2640,491,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386])).
% 289.81/289.61 cnf(15305,plain,
% 289.81/289.61 (P12(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f6(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f18(f18(a2,f6(a2),a1),f35(f35(f17(f18(a2,f6(a2),a1)),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,14552,11083,11859,8561,8505,6231,13127,13153,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,3521,14349,13465,11545,12623,13307,10248,11937,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,8813,13258,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,11867,14237,10384,14966,12822,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13744,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,10327,9692,3075,10662,3447,4776,2132,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,3439,7203,15255,7045,11010,6292,3093,6173,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,557,14843,14887,15049,603,14987,566,15115,3161,558,353,598,342,2630,583,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,12449,12479,13350,5705,11267,11243,13360,11217,3666,11231,3668,5675,13359,2652,481,10542,439,10184,10186,10552,3630,2636,497,2570,2672,2640,491,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196])).
% 289.81/289.61 cnf(15309,plain,
% 289.81/289.61 (~P12(a1,f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x153091,x153091)),x153092),f18(a1,f32(a2,f30(x153093)),f7(a1))),f7(a1)),x153093)),
% 289.81/289.61 inference(rename_variables,[],[11197])).
% 289.81/289.61 cnf(15317,plain,
% 289.81/289.61 (P13(a3,x153171,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x153172,x153172)),x153173),x153171),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[14047])).
% 289.81/289.61 cnf(15334,plain,
% 289.81/289.61 (P13(a3,x153341,f18(a3,x153342,f18(a3,x153343,f18(a3,f12(a3,f16(a3,f12(a3,f16(a3,x153341,x153342)),x153343)),f7(a3)))))),
% 289.81/289.61 inference(rename_variables,[],[14116])).
% 289.81/289.61 cnf(15339,plain,
% 289.81/289.61 (P12(a2,f6(a2),x153391)),
% 289.81/289.61 inference(rename_variables,[],[566])).
% 289.81/289.61 cnf(15343,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x153431,x153432),f7(a2)),x153431)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(15353,plain,
% 289.81/289.61 (P12(a1,x153531,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x153532,x153532)),x153533),x153531)))),
% 289.81/289.61 inference(rename_variables,[],[11859])).
% 289.81/289.61 cnf(15387,plain,
% 289.81/289.61 (P12(a1,x153871,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x153872,x153872)),x153873),x153871)))),
% 289.81/289.61 inference(rename_variables,[],[11859])).
% 289.81/289.61 cnf(15401,plain,
% 289.81/289.61 (E(f18(f18(a2,a1,f6(a2)),f6(f18(a2,a1,f6(a2))),x154011),x154011)),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,8813,13258,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14976,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,10219,10287,13283,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11244,12449,12479,12493,13350,5705,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10550,10554,5675,13359,2652,2602,481,10542,439,10184,10186,10188,10552,3630,2636,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847])).
% 289.81/289.61 cnf(15409,plain,
% 289.81/289.61 (P12(f112(a3),f12(f112(a3),f18(f112(a3),x154091,x154092)),f18(f112(a3),f12(f112(a3),x154091),f12(f112(a3),x154092)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,13513,11657,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,8813,13258,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,14028,13914,12699,11414,14047,14824,14855,14880,14976,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11245,11244,11239,12449,12479,12493,13350,5705,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10550,10554,5675,13359,2652,2602,481,10542,439,10184,10186,10188,10552,3630,2636,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722])).
% 289.81/289.61 cnf(15424,plain,
% 289.81/289.61 (P13(a3,x154241,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x154242,x154242)),x154243),x154241),f7(a3)))),
% 289.81/289.61 inference(rename_variables,[],[14047])).
% 289.81/289.61 cnf(15433,plain,
% 289.81/289.61 (~E(f16(a3,x154331,f7(a3)),x154331)),
% 289.81/289.61 inference(rename_variables,[],[14130])).
% 289.81/289.61 cnf(15438,plain,
% 289.81/289.61 (~E(f16(a3,x154381,f7(a3)),x154381)),
% 289.81/289.61 inference(rename_variables,[],[14130])).
% 289.81/289.61 cnf(15444,plain,
% 289.81/289.61 (E(f18(a3,f35(f35(f17(a3),f16(a3,x154441,x154441)),x154442),f16(a3,f18(a3,x154443,f7(a3)),f7(a3))),x154443)),
% 289.81/289.61 inference(rename_variables,[],[14250])).
% 289.81/289.61 cnf(15447,plain,
% 289.81/289.61 (P12(a1,x154471,f12(a1,f12(a1,f18(a1,x154471,f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[9069])).
% 289.81/289.61 cnf(15458,plain,
% 289.81/289.61 (~E(f16(a3,x154581,f7(a3)),x154581)),
% 289.81/289.61 inference(rename_variables,[],[14130])).
% 289.81/289.61 cnf(15461,plain,
% 289.81/289.61 (P13(a2,x154611,f52(f18(a1,f7(a1),f12(a1,x154612)),f35(f35(f17(a1),f32(a2,x154611)),f18(a1,f7(a1),f12(a1,x154612)))))),
% 289.81/289.61 inference(rename_variables,[],[12833])).
% 289.81/289.61 cnf(15468,plain,
% 289.81/289.61 (P13(a2,x154681,f30(f12(a1,f18(a1,f18(a1,f32(a2,x154681),f7(a1)),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[13909])).
% 289.81/289.61 cnf(15503,plain,
% 289.81/289.61 (E(f18(a3,f35(f35(f17(a3),f16(a3,x155031,x155031)),x155032),f16(a3,f18(a3,x155033,f7(a3)),f7(a3))),x155033)),
% 289.81/289.61 inference(rename_variables,[],[14250])).
% 289.81/289.61 cnf(15509,plain,
% 289.81/289.61 (~P13(a3,f18(a3,f18(a3,f7(a3),f18(a3,f35(f35(f17(a3),f16(a3,x155091,x155091)),x155092),f18(a3,f6(a3),f7(a3)))),f18(a3,f35(f35(f17(a3),f16(a3,x155091,x155091)),x155092),f18(a3,f6(a3),f7(a3)))),f6(a3))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9069,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,13639,14209,13433,14101,14738,15127,15134,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10550,10554,5675,13359,2588,2652,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864])).
% 289.81/289.61 cnf(15515,plain,
% 289.81/289.61 (~E(f18(a2,x155151,f35(f35(f17(a2),f7(a2)),f7(a2))),x155151)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(15526,plain,
% 289.81/289.61 (E(f18(a2,f14(a2,f35(f35(f17(a2),f18(a2,x155261,f7(a2))),f6(a2)),f18(a2,x155261,f7(a2))),x155262),x155262)),
% 289.81/289.61 inference(rename_variables,[],[14101])).
% 289.81/289.61 cnf(15556,plain,
% 289.81/289.61 (~P13(f112(a1),f18(f112(a1),f35(f35(f17(f112(a1)),x155561),x155561),f35(f35(f17(f112(a1)),x155562),x155562)),f6(f112(a1)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9069,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11268,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10550,10554,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941])).
% 289.81/289.61 cnf(15559,plain,
% 289.81/289.61 (P12(a1,x155591,f12(a1,f12(a1,f18(a1,x155591,f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[9069])).
% 289.81/289.61 cnf(15567,plain,
% 289.81/289.61 (P12(f18(a2,a1,f6(a2)),f6(f18(a2,a1,f6(a2))),f35(f35(f17(f18(a2,a1,f6(a2))),x155671),x155671))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11268,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10550,10554,12435,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089])).
% 289.81/289.61 cnf(15579,plain,
% 289.81/289.61 (P13(f18(a2,a2,f6(a2)),x155791,f18(f18(a2,a2,f6(a2)),x155791,f7(f18(a2,a2,f6(a2)))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10550,10554,12435,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123])).
% 289.81/289.61 cnf(15607,plain,
% 289.81/289.61 (~P12(a2,f18(a2,f6(a2),f7(a2)),f35(f35(f17(a2),f84(f18(a2,f6(a2),f7(a2)),f18(a2,f6(a2),f7(a2)))),x156071))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,12435,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809])).
% 289.81/289.61 cnf(15610,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x156101,x156102),f7(a2)),x156101)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(15617,plain,
% 289.81/289.61 (P12(a1,x156171,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x156172,x156172)),x156173),x156171)))),
% 289.81/289.61 inference(rename_variables,[],[11859])).
% 289.81/289.61 cnf(15624,plain,
% 289.81/289.61 (P12(a1,x156241,f12(a1,f18(a1,f35(f35(f17(a1),f16(a1,x156242,x156242)),x156243),x156241)))),
% 289.81/289.61 inference(rename_variables,[],[11859])).
% 289.81/289.61 cnf(15642,plain,
% 289.81/289.61 (P13(a3,f16(a3,x156421,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x156421,x156422)),f7(a3))),f12(a3,f16(a3,f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))),f6(a3))))),x156422)),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,15387,15617,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,12435,12513,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054])).
% 289.81/289.61 cnf(15645,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x156451,x156452),f7(a2)),x156451)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(15649,plain,
% 289.81/289.61 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x156491),x156491)),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,15387,15617,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,12435,12513,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893])).
% 289.81/289.61 cnf(15666,plain,
% 289.81/289.61 (P13(a1,f6(a1),f50(x156661,x156662,f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12513,5675,13359,2588,2624,2652,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277])).
% 289.81/289.61 cnf(15671,plain,
% 289.81/289.61 (~E(f18(a2,x156711,f35(f35(f17(a2),f7(a2)),f7(a2))),x156711)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(15677,plain,
% 289.81/289.61 (P12(a3,f6(a3),f35(f35(f21(a3),f16(a3,f7(a3),f6(a3))),x156771))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12513,5675,13359,2588,2624,2652,433,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203])).
% 289.81/289.61 cnf(15685,plain,
% 289.81/289.61 (~P12(a2,f20(f18(a1,f18(a1,f35(f35(f17(a1),f16(a1,x156851,x156851)),x156852),f18(a1,f32(a2,f30(f7(a1))),f7(a1))),f7(a1))),f7(a2))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,2260,14827,14902,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12513,5675,13359,2588,2624,2652,433,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067])).
% 289.81/289.61 cnf(15700,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x157001,x157002),f7(a2)),x157001)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(15705,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x157051,f7(a2)),x157052),x157051)),
% 289.81/289.61 inference(rename_variables,[],[2260])).
% 289.81/289.61 cnf(15716,plain,
% 289.81/289.61 (P12(a1,x157161,f12(a1,f12(a1,f18(a1,x157161,f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[9069])).
% 289.81/289.61 cnf(15725,plain,
% 289.81/289.61 (~E(f18(a1,f35(f35(f17(a1),f18(a2,f6(a1),f35(f35(f17(a2),f7(a2)),f7(a2)))),f18(a2,f6(a1),f35(f35(f17(a2),f7(a2)),f7(a2)))),f35(f35(f17(a1),x157251),x157251)),f6(a1))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12513,5675,13359,2588,2624,2652,433,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517])).
% 289.81/289.61 cnf(15726,plain,
% 289.81/289.61 (~E(f18(a2,x157261,f35(f35(f17(a2),f7(a2)),f7(a2))),x157261)),
% 289.81/289.61 inference(rename_variables,[],[13800])).
% 289.81/289.61 cnf(15741,plain,
% 289.81/289.61 (P13(a3,f6(a3),f35(f35(f21(a3),f12(a3,f16(a3,f6(a3),f7(a3)))),x157411))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,14244,3521,14349,13465,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2588,2624,2652,433,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231])).
% 289.81/289.61 cnf(15742,plain,
% 289.81/289.61 (~E(f16(a3,x157421,f7(a3)),x157421)),
% 289.81/289.61 inference(rename_variables,[],[14130])).
% 289.81/289.61 cnf(15790,plain,
% 289.81/289.61 (P1(f117(x157901,f18(a2,f18(a5,f35(f35(f17(a5),f16(a5,x157902,x157902)),x157903),a1),f6(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791])).
% 289.81/289.61 cnf(15814,plain,
% 289.81/289.61 (E(f29(x158141,x158142,f35(f35(f35(f17(a2),f6(a2)),x158143),x158144),x158145,x158146),f29(x158141,x158142,f35(f35(f35(f17(a2),f6(a2)),x158147),x158144),x158145,x158146))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154])).
% 289.81/289.61 cnf(15842,plain,
% 289.81/289.61 (P9(f112(f112(a5)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10538,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740])).
% 289.81/289.61 cnf(15878,plain,
% 289.81/289.61 (P13(a2,x158781,f52(f18(a1,f7(a1),f12(a1,x158782)),f35(f35(f17(a1),f32(a2,x158781)),f18(a1,f7(a1),f12(a1,x158782)))))),
% 289.81/289.61 inference(rename_variables,[],[12833])).
% 289.81/289.61 cnf(15912,plain,
% 289.81/289.61 (~P13(f18(a2,a1,f6(a2)),f35(f35(f17(f18(a2,a1,f6(a2))),x159121),x159121),f6(f18(a2,a1,f6(a2))))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10538,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296])).
% 289.81/289.61 cnf(15925,plain,
% 289.81/289.61 (P1(f112(f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),a3)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,8813,13258,13909,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10538,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716])).
% 289.81/289.61 cnf(15929,plain,
% 289.81/289.61 (P13(a2,x159291,f30(f12(a1,f18(a1,f18(a1,f32(a2,x159291),f7(a1)),f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[13909])).
% 289.81/289.61 cnf(15952,plain,
% 289.81/289.61 (P12(a1,x159521,f12(a1,f12(a1,f18(a1,x159521,f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[9069])).
% 289.81/289.61 cnf(15965,plain,
% 289.81/289.61 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),x159651,f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))))),x159651)),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10538,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891])).
% 289.81/289.61 cnf(15975,plain,
% 289.81/289.61 (P22(f112(f112(a5)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,9356,14870,2221,8099,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13359,2574,2588,2624,2652,433,503,2602,481,10538,10542,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749])).
% 289.81/289.61 cnf(15996,plain,
% 289.81/289.61 (P12(a1,x159961,f12(a1,f12(a1,f18(a1,x159961,f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[9069])).
% 289.81/289.61 cnf(16010,plain,
% 289.81/289.61 (~E(f18(a2,f18(a2,x160101,x160102),f7(a2)),x160101)),
% 289.81/289.61 inference(rename_variables,[],[2262])).
% 289.81/289.61 cnf(16016,plain,
% 289.81/289.61 (P12(a1,x160161,f12(a1,f12(a1,f18(a1,x160161,f7(a1)))))),
% 289.81/289.61 inference(rename_variables,[],[9069])).
% 289.81/289.61 cnf(16055,plain,
% 289.81/289.61 (~P12(a1,f16(a1,f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f12(a1,a113)),f35(f35(f17(a1),f32(a2,f30(f18(a1,f12(a1,f32(a2,f18(a2,f30(f6(a1)),f7(a2)))),f7(a1))))),f33(a5,a120))),f6(a1))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358])).
% 289.81/289.61 cnf(16065,plain,
% 289.81/289.61 (P12(a1,f16(a1,f6(a2),f20(f6(a1))),f6(a1))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243])).
% 289.81/289.61 cnf(16077,plain,
% 289.81/289.61 (P72(f37(f35(f35(f35(f17(a2),f6(a2)),x160771),x160772),f35(f35(f35(f17(a2),f6(a2)),x160773),x160772)))),
% 289.81/289.61 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790])).
% 289.81/289.61 cnf(16084,plain,
% 289.81/289.62 (P13(a3,x160841,f18(a3,x160842,f35(f35(f17(a3),f18(a3,f12(a3,f16(a3,x160842,x160841)),f7(a3))),f12(a3,f16(a3,f35(f35(f17(a3),f7(a3)),f18(a3,f7(a3),f7(a3))),f6(a3))))))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053])).
% 289.81/289.62 cnf(16089,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,a5,f6(a2))),f35(f35(f17(f112(f18(a2,a5,f6(a2)))),x160891),f14(f112(f18(a2,a5,f6(a2))),x160892,x160891)),f13(f112(f18(a2,a5,f6(a2))),x160892,x160891)),x160892)),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692])).
% 289.81/289.62 cnf(16098,plain,
% 289.81/289.62 (P13(a1,f31(f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113))),f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113)))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,13513,11657,14130,15433,15438,15458,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032])).
% 289.81/289.62 cnf(16119,plain,
% 289.81/289.62 (P13(a3,f6(a3),f18(a3,f7(a3),f16(a3,f7(a3),f6(a3))))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282])).
% 289.81/289.62 cnf(16121,plain,
% 289.81/289.62 (P27(f112(f18(a2,f16(a2,f16(a2,f6(a2),f6(a2)),f6(a2)),a3)))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13992,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739])).
% 289.81/289.62 cnf(16160,plain,
% 289.81/289.62 (P13(a1,x161601,f35(f35(f17(a1),f32(a2,f52(f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113)),x161601))),f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113))))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744])).
% 289.81/289.62 cnf(16302,plain,
% 289.81/289.62 (P13(a3,x163021,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x163022,x163022)),x163023),f12(a3,f16(a3,f6(a3),x163021))),f7(a3)))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,15138,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2632,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744,1393,804,1982,43,162,133,237,727,1754,188,9,54,104,115,248,163,47,68,195,172,155,206,124,231,127,168,253,71,117,250,20,207,213,84,249,209,96,229,152,78,197,210,233,100,148,59,815,219,177,181,5,57,145,137,119,101,110,242,55,187,103,128,31,200,218,190,166,27,17,158,21,192,18,120,69,240,90,39,98,180,126,46,178,146,62,118,185,41,234,70,109,199,201,212,80,217,141,161,164,112,6,1577,138,194,89,73,114,123,241,245,107,139,93,239,3662,66,183,91,173,81,60,215,130,238,22,23,53,12,198,64,1460,1359])).
% 289.81/289.62 cnf(16304,plain,
% 289.81/289.62 (~P12(a2,f18(a2,f35(f35(f17(a2),f18(a2,f16(a2,x163041,x163042),x163042)),f18(a2,f16(a2,x163041,x163042),x163042)),f7(a2)),x163041)),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,15138,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2632,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744,1393,804,1982,43,162,133,237,727,1754,188,9,54,104,115,248,163,47,68,195,172,155,206,124,231,127,168,253,71,117,250,20,207,213,84,249,209,96,229,152,78,197,210,233,100,148,59,815,219,177,181,5,57,145,137,119,101,110,242,55,187,103,128,31,200,218,190,166,27,17,158,21,192,18,120,69,240,90,39,98,180,126,46,178,146,62,118,185,41,234,70,109,199,201,212,80,217,141,161,164,112,6,1577,138,194,89,73,114,123,241,245,107,139,93,239,3662,66,183,91,173,81,60,215,130,238,22,23,53,12,198,64,1460,1359,1457])).
% 289.81/289.62 cnf(16315,plain,
% 289.81/289.62 (~E(f35(f35(f17(a2),f18(a2,x163151,f7(a2))),f18(a2,x163151,f7(a2))),x163151)),
% 289.81/289.62 inference(rename_variables,[],[7741])).
% 289.81/289.62 cnf(16320,plain,
% 289.81/289.62 (~P72(f35(f35(f17(a1),f7(a1)),f96(f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2))),f16(a2,f18(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f6(a2),f7(a2))),f18(a2,f6(a2),f7(a2)))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f6(a2)),x163201),x163201),f35(f17(a1),f7(a1)))))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,16315,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,15138,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,15334,13823,14725,14750,13937,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,11365,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,4409,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2632,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744,1393,804,1982,43,162,133,237,727,1754,188,9,54,104,115,248,163,47,68,195,172,155,206,124,231,127,168,253,71,117,250,20,207,213,84,249,209,96,229,152,78,197,210,233,100,148,59,815,219,177,181,5,57,145,137,119,101,110,242,55,187,103,128,31,200,218,190,166,27,17,158,21,192,18,120,69,240,90,39,98,180,126,46,178,146,62,118,185,41,234,70,109,199,201,212,80,217,141,161,164,112,6,1577,138,194,89,73,114,123,241,245,107,139,93,239,3662,66,183,91,173,81,60,215,130,238,22,23,53,12,198,64,1460,1359,1457,1029,29,1995,1311,1055,1618,1841])).
% 289.81/289.62 cnf(16329,plain,
% 289.81/289.62 (P13(a2,f95(f18(a2,f18(a2,f6(a2),x163291),f7(a2)),f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),x163291),f7(a2))),f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f35(f17(a1),f7(a1))),f18(a2,f18(a2,f6(a2),x163291),f7(a2)))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,16315,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,16010,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,12913,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,15138,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,15334,13823,14725,14750,13937,14091,13764,13847,11492,14028,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,12310,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,11365,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,4409,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13945,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,497,2644,2570,2632,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744,1393,804,1982,43,162,133,237,727,1754,188,9,54,104,115,248,163,47,68,195,172,155,206,124,231,127,168,253,71,117,250,20,207,213,84,249,209,96,229,152,78,197,210,233,100,148,59,815,219,177,181,5,57,145,137,119,101,110,242,55,187,103,128,31,200,218,190,166,27,17,158,21,192,18,120,69,240,90,39,98,180,126,46,178,146,62,118,185,41,234,70,109,199,201,212,80,217,141,161,164,112,6,1577,138,194,89,73,114,123,241,245,107,139,93,239,3662,66,183,91,173,81,60,215,130,238,22,23,53,12,198,64,1460,1359,1457,1029,29,1995,1311,1055,1618,1841,1301,1877,2039,305,1554])).
% 289.81/289.62 cnf(16339,plain,
% 289.81/289.62 (P13(a1,x163391,f32(a2,f52(f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113)),f35(f35(f17(a1),x163391),f35(f35(f17(a1),f18(a1,a113,a113)),f18(a1,a113,a113))))))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,16315,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,16010,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,12913,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,15526,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,15138,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,15334,13823,14725,14750,13937,14091,13764,13847,11492,14028,14856,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,12310,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,11365,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,4409,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,14557,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13945,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,455,497,2644,2570,2632,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744,1393,804,1982,43,162,133,237,727,1754,188,9,54,104,115,248,163,47,68,195,172,155,206,124,231,127,168,253,71,117,250,20,207,213,84,249,209,96,229,152,78,197,210,233,100,148,59,815,219,177,181,5,57,145,137,119,101,110,242,55,187,103,128,31,200,218,190,166,27,17,158,21,192,18,120,69,240,90,39,98,180,126,46,178,146,62,118,185,41,234,70,109,199,201,212,80,217,141,161,164,112,6,1577,138,194,89,73,114,123,241,245,107,139,93,239,3662,66,183,91,173,81,60,215,130,238,22,23,53,12,198,64,1460,1359,1457,1029,29,1995,1311,1055,1618,1841,1301,1877,2039,305,1554,1616,306,945,851,1718])).
% 289.81/289.62 cnf(16343,plain,
% 289.81/289.62 (P13(a1,f16(a1,f33(a5,a120),f12(a1,a113)),f6(a1))),
% 289.81/289.62 inference(scs_inference,[],[709,2074,9549,12841,14163,14223,14524,14392,14246,5029,15132,14471,14444,5311,9099,13759,14320,14480,13418,14187,13148,13869,12583,13471,14552,11083,11859,14915,15353,15387,15617,15624,8561,8505,6231,13127,13153,11692,9069,15447,15559,15716,15952,15996,16016,9356,14870,2221,8099,8309,12263,11838,6453,2333,2462,6730,14644,14764,6144,14946,7812,7741,14848,14941,15118,16315,11068,9268,6163,14884,2262,15080,15279,15343,15610,15645,15700,16010,2260,14827,14902,15077,15705,11802,8349,4951,10848,10759,539,12840,14302,10299,14458,14030,13517,12147,12384,12782,13007,11793,10859,13270,13044,14192,12913,9432,8207,12947,13620,14095,3234,8586,14255,14324,7915,13647,12357,3688,11780,13800,14638,14903,14963,15076,15515,15671,15726,13639,14209,13433,14101,14738,15127,15134,15136,15526,13813,6253,14250,14690,15444,15503,13513,11657,14130,15433,15438,15458,15742,11930,12891,15138,14580,13389,14244,3521,14349,13465,14461,11545,3460,12623,13307,10248,11937,13956,12637,13018,14578,14363,11226,11227,11229,11261,10197,9599,14605,13901,13781,13871,13905,14541,11540,6046,14122,14488,13630,12930,14266,13974,13274,13802,6681,12792,14677,12833,15461,15878,8813,13258,13909,15468,15929,14279,14703,14143,14408,15149,15205,15236,12761,13838,14668,12729,14116,14849,15334,13823,14725,14750,13937,14091,13764,13847,11492,14028,14856,13914,12699,11414,14047,14824,14855,14880,14976,15317,15424,11867,14237,11197,15309,10384,14966,12822,14613,14126,8553,10703,7596,11800,9830,9834,10219,10287,13283,13767,14482,13805,13744,14359,13776,14097,14146,14340,13791,13992,12666,13971,14326,14299,12222,11655,14434,10788,12310,11501,9638,10237,11842,10738,14776,4807,5271,7456,8991,7051,12731,6413,11461,9103,9186,13202,10618,11091,8507,5496,5499,10291,8435,8808,10251,10590,6306,4676,10327,9692,3075,10662,3447,4776,2132,12829,12483,12361,11365,8962,6765,12784,4802,12727,2674,12868,2654,11983,4729,8387,2626,10644,8260,14834,3676,10227,11580,2193,11623,5205,6403,3439,7203,15255,7045,15261,11010,4409,6292,3093,6173,14980,3692,2638,13672,2092,3689,3681,3667,2098,595,14852,14895,15033,3679,3123,15170,15191,15194,557,14843,14887,15049,15108,603,14987,2236,566,15115,15289,15339,3161,558,353,598,342,2630,583,443,398,421,363,360,613,348,442,397,352,359,361,340,362,351,438,437,579,11232,5703,11245,11244,11239,11233,14557,12393,12449,12479,12489,12493,13350,11264,11263,5705,11216,11268,11267,11243,11242,13360,11217,12413,3666,11231,3668,3680,12457,12521,10156,10160,10182,10550,10554,10576,12435,12439,12513,5675,13945,5665,13359,2574,2588,2624,2652,433,477,503,2602,481,10538,10542,2604,439,415,10184,10186,10188,10552,3630,2636,10534,455,497,2644,2570,2632,2672,2640,491,409,427,434,493,2648,467,2572,368,367,419,528,420,408,407,1369,1361,1030,1232,1348,1018,1017,995,900,1081,1165,955,817,1242,1219,1263,1585,1558,1808,894,1447,1069,1124,1461,810,1221,1025,1004,1130,1350,1156,1462,1448,1223,1265,1360,999,1207,1362,1080,1244,915,889,1681,1225,1455,1468,956,1375,1039,1459,15,1079,1367,954,1259,911,1075,1226,1129,1103,1254,1166,1556,1349,1009,1256,1555,1074,1031,899,1673,1157,1357,1015,1679,1557,1578,807,1010,26,1104,25,1260,7,8,2,819,1446,1980,1240,1437,1560,1426,1417,944,1438,887,1338,1419,1087,1561,959,2043,1300,1082,2035,1442,1034,1308,1451,1469,930,1695,1676,1215,1444,1694,2042,2044,1172,2041,1480,1118,1214,1608,1173,950,1171,1416,1112,1109,2046,1113,1086,1064,1024,2033,1053,1476,1304,1481,960,829,875,1120,1514,1133,1610,1436,1088,1854,1373,1307,862,1378,1356,1688,946,1477,1553,1607,1483,1396,1990,1690,1036,1287,1099,1105,850,1401,931,1976,1179,1479,1117,1853,1140,1611,1975,1344,1178,1374,971,1542,2047,1761,1023,1478,976,1887,941,1989,2038,1991,1020,1684,1286,1343,1686,831,2045,2034,861,1434,1992,1056,257,1355,1114,256,275,255,259,258,274,3,260,309,331,308,1629,1653,1931,1040,1137,984,1486,1499,1495,1531,1494,1872,1649,1863,1508,1734,820,1873,1651,1533,1492,1657,1735,890,1199,985,1945,1648,1924,1852,1128,1736,1635,1646,1534,1197,951,1639,1645,1466,1740,1871,1509,1932,1637,1198,1201,1587,1844,1851,1152,1432,1465,1634,1467,1497,1491,1386,1487,1799,1463,1202,1196,1195,1464,1200,1655,1636,1305,1530,1537,1641,1136,2001,1341,1721,991,1849,1847,1846,2008,1149,934,872,1892,737,719,745,1838,907,726,753,1589,1785,1060,845,758,966,1342,725,1233,847,770,1175,1552,1722,880,1027,1186,734,1425,967,1269,724,1382,773,1516,1886,1332,4332,961,1515,864,1775,1413,1330,1559,1249,1412,1711,1678,1664,720,873,917,735,1916,1275,1691,822,912,1248,754,1094,761,1981,768,805,892,902,1864,1971,914,1377,780,1085,1001,823,832,751,769,1549,1858,1987,2059,1177,1205,1901,1329,1295,1810,764,1941,1298,1424,1774,1806,1089,1596,721,1778,923,1574,1123,1012,785,910,1955,783,1784,1725,1914,722,767,939,1682,743,1809,813,762,1363,1098,853,1777,1097,1241,1394,1334,1572,1700,1758,858,723,2054,997,1313,893,1600,728,752,1059,774,1337,771,1277,1328,996,1538,1266,1203,772,1606,1504,1067,1772,1251,798,1141,1590,1621,837,778,1910,901,827,1520,1297,28,11,88,99,102,729,1517,784,191,224,969,909,1456,56,1194,1231,779,121,37,2027,32,95,1756,747,75,1709,171,226,1571,77,756,2023,1551,1041,134,1907,72,1409,1730,733,1915,150,921,1052,791,14,223,125,1710,135,1776,79,136,92,169,193,948,906,236,742,718,154,1061,1230,760,108,160,105,252,147,759,44,826,129,1280,34,97,211,814,165,208,216,740,222,922,1345,1977,176,244,1411,106,247,220,841,83,1306,903,750,30,863,1732,40,203,824,1674,936,1274,86,142,151,1193,221,170,202,1638,962,50,2029,736,1273,755,801,1757,1723,143,1296,821,45,865,1077,741,766,716,94,1063,149,1750,782,1284,1519,87,1279,76,182,184,859,732,1096,24,196,36,113,153,1078,1592,159,63,891,881,61,228,792,1548,749,1967,251,157,1675,230,833,204,214,916,1737,116,1755,1575,965,227,717,765,1013,812,885,1786,10,1351,51,131,1599,189,205,1708,854,1066,781,1701,111,144,866,1899,748,35,730,1148,235,908,1002,4,1898,1358,844,175,731,1247,1243,52,838,85,1731,793,1458,790,13,67,243,42,74,2053,1174,246,1692,843,140,879,82,122,1032,167,179,1352,920,1724,776,802,1445,1855,1282,739,33,225,1246,38,132,746,744,1176,48,232,65,19,49,1605,738,2024,58,1132,1665,156,1518,174,757,186,763,1744,1393,804,1982,43,162,133,237,727,1754,188,9,54,104,115,248,163,47,68,195,172,155,206,124,231,127,168,253,71,117,250,20,207,213,84,249,209,96,229,152,78,197,210,233,100,148,59,815,219,177,181,5,57,145,137,119,101,110,242,55,187,103,128,31,200,218,190,166,27,17,158,21,192,18,120,69,240,90,39,98,180,126,46,178,146,62,118,185,41,234,70,109,199,201,212,80,217,141,161,164,112,6,1577,138,194,89,73,114,123,241,245,107,139,93,239,3662,66,183,91,173,81,60,215,130,238,22,23,53,12,198,64,1460,1359,1457,1029,29,1995,1311,1055,1618,1841,1301,1877,2039,305,1554,1616,306,945,851,1718,2036,1292])).
% 289.81/289.62 cnf(16423,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x164231),x164231)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16434,plain,
% 289.81/289.62 (~P12(a2,f18(a2,f35(f35(f17(a2),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f35(f35(f17(a2),f18(a2,f7(a2),f7(a2))),f18(a2,f7(a2),f7(a2)))),f16(a2,f18(a2,f18(a2,x164341,x164342),x164343),x164343)),x164341)),
% 289.81/289.62 inference(rename_variables,[],[14667])).
% 289.81/289.62 cnf(16451,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x164511),x164511)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16484,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x164841),x164841)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16511,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x165111),x165111)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16550,plain,
% 289.81/289.62 (P13(a2,x165501,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),x165501)),f18(a2,f18(a2,f6(a2),f7(a2)),x165501)))),
% 289.81/289.62 inference(rename_variables,[],[14772])).
% 289.81/289.62 cnf(16555,plain,
% 289.81/289.62 (~E(f18(f18(a2,f6(a2),a5),x165551,f18(a2,f18(a2,f6(f18(a2,f6(a2),a5)),x165552),f7(a2))),x165551)),
% 289.81/289.62 inference(rename_variables,[],[15079])).
% 289.81/289.62 cnf(16604,plain,
% 289.81/289.62 (~E(f18(a2,f18(a2,x166041,x166042),f7(a2)),x166041)),
% 289.81/289.62 inference(rename_variables,[],[2262])).
% 289.81/289.62 cnf(16607,plain,
% 289.81/289.62 (~E(f18(a2,f18(a2,x166071,x166072),f7(a2)),x166071)),
% 289.81/289.62 inference(rename_variables,[],[2262])).
% 289.81/289.62 cnf(16608,plain,
% 289.81/289.62 (~E(f35(f35(f17(a2),f18(a2,x166081,f7(a2))),f18(a2,x166081,f7(a2))),x166081)),
% 289.81/289.62 inference(rename_variables,[],[7741])).
% 289.81/289.62 cnf(16617,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x166171),x166171)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16620,plain,
% 289.81/289.62 (P12(a2,x166201,f16(a2,f18(a2,x166201,x166202),x166202))),
% 289.81/289.62 inference(rename_variables,[],[6163])).
% 289.81/289.62 cnf(16623,plain,
% 289.81/289.62 (P13(a2,x166231,f35(f35(f17(a2),f18(a2,f18(a2,f6(a2),f7(a2)),x166231)),f18(a2,f18(a2,f6(a2),f7(a2)),x166231)))),
% 289.81/289.62 inference(rename_variables,[],[14772])).
% 289.81/289.62 cnf(16637,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x166371),x166371)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16640,plain,
% 289.81/289.62 (~P72(f35(f35(f17(a1),f7(a1)),f16(a2,f14(a2,f18(a2,x166401,f96(f18(a2,f6(a2),f7(a2)),f37(f6(a5),a11),f35(f17(a1),f7(a1)))),f18(a2,f6(a2),f7(a2))),x166401)))),
% 289.81/289.62 inference(rename_variables,[],[8710])).
% 289.81/289.62 cnf(16641,plain,
% 289.81/289.62 (~P13(a2,x166411,f18(a2,f35(f35(f17(a2),f16(a2,x166412,x166412)),x166413),f6(a2)))),
% 289.81/289.62 inference(rename_variables,[],[14640])).
% 289.81/289.62 cnf(16651,plain,
% 289.81/289.62 (~P13(a2,x166511,f18(a2,f35(f35(f17(a2),f16(a2,x166512,x166512)),x166513),f6(a2)))),
% 289.81/289.62 inference(rename_variables,[],[14640])).
% 289.81/289.62 cnf(16659,plain,
% 289.81/289.62 (~P13(a2,f18(a2,x166591,f18(a2,x166592,x166593)),x166592)),
% 289.81/289.62 inference(rename_variables,[],[2120])).
% 289.81/289.62 cnf(16667,plain,
% 289.81/289.62 (~E(f35(f35(f17(a2),f18(a2,x166671,f7(a2))),f18(a2,x166671,f7(a2))),x166671)),
% 289.81/289.62 inference(rename_variables,[],[7741])).
% 289.81/289.62 cnf(16668,plain,
% 289.81/289.62 (~P13(a2,x166681,f18(a2,f35(f35(f17(a2),f16(a2,x166682,x166682)),x166683),f6(a2)))),
% 289.81/289.62 inference(rename_variables,[],[14640])).
% 289.81/289.62 cnf(16671,plain,
% 289.81/289.62 (~E(x166711,f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x166711,f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.62 inference(rename_variables,[],[14304])).
% 289.81/289.62 cnf(16672,plain,
% 289.81/289.62 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x166721,f6(a2)),f7(a2))),f6(a2)),f18(a2,f18(a2,x166721,f6(a2)),f7(a2))),x166722)),
% 289.81/289.62 inference(rename_variables,[],[14621])).
% 289.81/289.62 cnf(16676,plain,
% 289.81/289.62 (~P13(a2,x166761,f18(a2,f35(f35(f17(a2),f16(a2,x166762,x166762)),x166763),f6(a2)))),
% 289.81/289.62 inference(rename_variables,[],[14640])).
% 289.81/289.62 cnf(16682,plain,
% 289.81/289.62 (~E(f18(f18(a2,f6(a2),a5),x166821,f18(a2,f18(a2,f6(f18(a2,f6(a2),a5)),x166822),f7(a2))),x166821)),
% 289.81/289.62 inference(rename_variables,[],[15079])).
% 289.81/289.62 cnf(16683,plain,
% 289.81/289.62 (P12(a2,f14(a2,f35(f35(f17(a2),f18(a2,f18(a2,x166831,f6(a2)),f7(a2))),f6(a2)),f18(a2,f18(a2,x166831,f6(a2)),f7(a2))),x166832)),
% 289.81/289.62 inference(rename_variables,[],[14621])).
% 289.81/289.62 cnf(16698,plain,
% 289.81/289.62 (~P12(a2,f18(a2,f35(f35(f17(a2),x166981),x166981),f7(a2)),x166981)),
% 289.81/289.62 inference(rename_variables,[],[6730])).
% 289.81/289.62 cnf(16701,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2)))),x167011),x167011)),
% 289.81/289.62 inference(rename_variables,[],[15649])).
% 289.81/289.62 cnf(16704,plain,
% 289.81/289.62 (P12(a2,x167041,f16(a2,f18(a2,x167041,x167042),x167042))),
% 289.81/289.62 inference(rename_variables,[],[6163])).
% 289.81/289.62 cnf(16707,plain,
% 289.81/289.62 (~P12(a2,f18(a2,f35(f35(f17(a2),x167071),x167071),f7(a2)),x167071)),
% 289.81/289.62 inference(rename_variables,[],[6730])).
% 289.81/289.62 cnf(16728,plain,
% 289.81/289.62 (~P12(a1,f18(a1,x167281,f12(a1,a113)),f18(a1,x167281,f33(a5,a120)))),
% 289.81/289.62 inference(rename_variables,[],[14231])).
% 289.81/289.62 cnf(16736,plain,
% 289.81/289.62 (~P12(a1,f18(a1,x167361,f12(a1,a113)),f18(a1,x167361,f33(a5,a120)))),
% 289.81/289.62 inference(rename_variables,[],[14231])).
% 289.81/289.62 cnf(16740,plain,
% 289.81/289.62 (P13(a3,x167401,f18(a3,f35(f35(f17(a3),x167402),x167403),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x167404,x167404),x167402)),x167403),f18(a3,x167401,f7(a3)))))),
% 289.81/289.62 inference(rename_variables,[],[14950])).
% 289.81/289.62 cnf(16781,plain,
% 289.81/289.62 (P12(a1,f6(a1),f35(f35(f17(a1),x167811),x167811))),
% 289.81/289.62 inference(rename_variables,[],[3123])).
% 289.81/289.62 cnf(16802,plain,
% 289.81/289.62 (P13(a2,f6(a2),f18(a2,f7(a2),x168021))),
% 289.81/289.62 inference(rename_variables,[],[2084])).
% 289.81/289.62 cnf(16809,plain,
% 289.81/289.62 (P12(a2,f16(a2,x168091,x168092),f18(a2,x168091,x168093))),
% 289.81/289.62 inference(rename_variables,[],[4790])).
% 289.81/289.62 cnf(16842,plain,
% 289.81/289.62 (~P12(a2,f18(a2,f35(f35(f17(a2),x168421),x168421),f7(a2)),x168421)),
% 289.81/289.62 inference(rename_variables,[],[6730])).
% 289.81/289.62 cnf(16877,plain,
% 289.81/289.62 (P12(a1,f18(x168771,f35(f35(f17(a2),f6(a2)),x168772),x168773),f18(x168771,f35(f35(f17(a2),f6(a2)),x168774),x168773))),
% 289.81/289.62 inference(rename_variables,[],[13935])).
% 289.81/289.62 cnf(16882,plain,
% 289.81/289.62 (P12(a2,f14(a2,f6(a2),x168821),f14(a2,x168822,x168821))),
% 289.81/289.62 inference(rename_variables,[],[3087])).
% 289.81/289.62 cnf(16883,plain,
% 289.81/289.62 (E(f18(x168831,x168832,f18(x168833,f35(f35(f17(a2),f6(a2)),x168834),x168835)),f18(x168831,x168832,f18(x168833,f35(f35(f17(a2),f6(a2)),x168836),x168835)))),
% 289.81/289.62 inference(rename_variables,[],[13932])).
% 289.81/289.62 cnf(16889,plain,
% 289.81/289.62 (~E(x168891,f18(f18(a2,f6(a2),a1),f18(f18(a2,f6(a2),a1),x168891,f7(f18(a2,f6(a2),a1))),f7(f18(a2,f6(a2),a1))))),
% 289.81/289.62 inference(rename_variables,[],[14304])).
% 289.81/289.62 cnf(16897,plain,
% 289.81/289.62 (~E(f18(a2,f18(a2,x168971,f7(a2)),x168972),x168971)),
% 289.81/289.62 inference(rename_variables,[],[2260])).
% 289.81/289.62 cnf(16908,plain,
% 289.81/289.62 (~E(x169081,f18(a2,f35(f35(f17(a2),x169081),x169081),f7(a2)))),
% 289.81/289.62 inference(rename_variables,[],[7649])).
% 289.81/289.62 cnf(16912,plain,
% 289.81/289.62 (P13(a3,f16(a3,x169121,f18(a3,f18(a3,f35(f35(f17(a3),f16(a3,x169122,x169122)),x169123),f12(a3,f16(a3,x169124,x169121))),f7(a3))),x169124)),
% 289.81/289.62 inference(rename_variables,[],[14975])).
% 289.81/289.62 cnf(16961,plain,
% 289.81/289.62 (E(f18(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))),x169611,f6(f112(f18(a2,f18(a2,a5,f6(a2)),f6(a2))))),x169611)),
% 289.81/289.62 inference(rename_variables,[],[15965])).
% 289.81/289.62 cnf(16966,plain,
% 289.81/289.62 (E(x169661,f18(f112(f18(a2,a5,f6(a2))),x169661,f35(f35(f17(f112(f18(a2,a5,f6(a2)))),x169662),f6(f112(f18(a2,a5,f6(a2)))))))),
% 289.81/289.62 inference(rename_variables,[],[14802])).
% 289.81/289.62 cnf(16969,plain,
% 289.81/289.62 (P13(f18(a2,a2,f6(a2)),x169691,f18(f18(a2,a2,f6(a2)),x169691,f7(f18(a2,a2,f6(a2)))))),
% 289.81/289.62 inference(rename_variables,[],[15579])).
% 289.81/289.62 cnf(16972,plain,
% 289.81/289.62 (E(x169721,f18(a1,f16(a1,x169722,x169722),x169721))),
% 289.81/289.62 inference(rename_variables,[],[13323])).
% 289.81/289.62 cnf(16982,plain,
% 289.81/289.62 (P12(a1,f18(x169821,f35(f35(f17(a2),f6(a2)),x169822),x169823),f18(x169821,f35(f35(f17(a2),f6(a2)),x169824),x169823))),
% 289.81/289.62 inference(rename_variables,[],[13935])).
% 289.81/289.62 cnf(16999,plain,
% 289.81/289.62 (P12(f112(a1),x169991,x169991)),
% 289.81/289.62 inference(rename_variables,[],[10227])).
% 289.81/289.62 cnf(17030,plain,
% 289.81/289.62 (P12(a1,x170301,f32(a2,f30(f12(a1,f18(a1,x170301,f7(a1))))))),
% 289.81/289.62 inference(rename_variables,[],[13340])).
% 289.81/289.62 cnf(17054,plain,
% 289.81/289.62 (P13(a3,x170541,f18(a3,f35(f35(f17(a3),x170542),x170543),f18(a3,f35(f35(f17(a3),f16(a3,f16(a3,x170544,x170544),x170542)),x170543),f18(a3,x170541,f7(a3)))))),
% 289.81/289.62 inference(rename_variables,[],[14950])).
% 289.81/289.62 cnf(17058,plain,
% 289.81/289.62 (P12(a1,x170581,f32(a2,f30(f12(a1,f18(a1,x170581,f7(a1))))))),
% 289.81/289.62 inference(rename_variables,[],[13340])).
% 289.81/289.62 cnf(17094,plain,
% 289.81/289.62 (~P13(a1,f18(a1,x170941,f18(a1,f32(a2,f30(f12(a1,f16(a1,f16(a1,x170942,f6(a1)),x170941)))),f7(a1))),f18(a1,x170942,f6(a1)))),
% 289.81/289.62 inference(rename_variables,[],[4252])).
% 289.81/289.62 cnf(17098,plain,
% 289.81/289.62 (P12(a2,x170981,f18(a2,x170982,x170981))),
% 289.81/289.62 inference(rename_variables,[],[594])).
% 289.81/289.62 cnf(17114,plain,
% 289.81/289.62 (P12(a1,x171141,f32(a2,f30(f12(a1,f18(a1,x171141,f7(a1))))))),
% 289.81/289.62 inference(rename_variables,[],[13340])).
% 289.81/289.62 cnf(17132,plain,
% 289.81/289.62 ($false),
% 289.81/289.62 inference(scs_inference,[],[709,14789,14304,16671,16889,15305,15058,13205,15293,15093,14858,13935,16877,16982,14672,13571,14337,14592,14586,16055,15276,14231,16728,16736,9385,5442,13340,17030,17058,17114,12195,7498,5457,6426,7399,4128,13153,5482,10812,8309,14471,12263,6730,16698,16707,16842,7741,16608,16667,7649,16908,6163,16620,16704,2262,16604,16607,14246,2260,16897,4057,14480,8349,539,15814,13932,16883,15649,16423,16451,16484,16511,16617,16637,16701,15965,16961,14629,14802,16966,16089,15401,13941,13188,15912,15567,14860,15244,15209,15068,15579,16969,11910,16320,11211,15079,16555,16682,9428,14008,13826,14226,12755,15925,16121,14637,15790,14901,11178,14038,7668,8326,12747,14189,15198,13463,12734,14170,13967,13243,15084,14045,14819,8178,15409,14845,13362,14631,14240,14565,14199,15556,14791,14945,15607,13924,16098,14648,15725,16160,3894,14772,16550,16623,5241,15056,9058,16329,5629,6982,11568,7687,15642,16084,14754,14670,14667,16434,8366,14196,13896,14950,16740,17054,14749,14621,16672,16683,14975,16912,14724,12779,16339,14640,16641,16651,16668,16676,14643,16304,9329,16302,9671,3298,14993,14965,9664,7991,13828,12995,10971,15666,15010,15677,14694,16065,15741,15181,11433,15685,14700,16343,15509,16119,13599,2444,15213,13708,13005,11625,13345,8829,12651,13402,7241,11056,9534,2419,3575,10305,13445,5961,7144,2120,16659,4790,16809,4792,3087,16882,9260,2112,10922,3399,2734,3699,12511,12389,12358,9055,13323,16972,13813,13802,13764,13847,12333,12822,9897,13586,7718,11521,2095,2084,16802,2081,12483,11194,5928,2674,2654,2510,10333,13312,3676,5699,3055,10227,16999,9848,4252,17094,2746,13674,7203,11010,6292,6403,5344,2309,12384,5536,2684,594,17098,3679,3689,3681,2678,3123,16781,557,9834,3678,422,3161,349,2630,399,421,360,363,348,397,442,444,361,340,351,578,438,437,16077,11637,5701,5695,11269,14557,12499,3666,3668,13360,12455,15842,15975,2596,2668,10532,3645,2590,440,8710,16640,10148,377,461,373,492,2670,412,2640,496,400,494,469,401,714,435,2648,467,364,368,367,366,419,407,408,1613,1369,802,1348,1361,997,900,817,1263,1219,1081,1672,1165,1130,1454,1156,1069,1558,1223,1359,1360,1221,815,1462,894,1025,1039,955,954,1242,2019,956,1004,1460,810,1448,1207,999,1461,1124,1447,1074,1455,1265,1103,1468,1457,1375,889,1254,1029,1256,1031,1367,1080,1459,1681,1350,911,1349,1226,1075,1244,1362,899,15,1225,1556,1129,915,1009,1555,1015,1259,1673,1578,1357,1166,1010,1104,1679,1157,1557,807,1260,26,25,7,8,2,1397,1429,1267,1057,1192,1322,924,1563,1159,1922,1430,1564,1568,1609,2032,1206,990,1875,1055,1311,1310,1874,867,1426,2043,819,1437,1446,1087,959,2039,1451,1215,1034,2035,1545,1694,1160,1172,1695,1118,945,1480,1608,1469,1308,1676,2044,930,1171,2046,1444,2041,851,1610,2040,950,1476,862,1416,1086,1304,1173,1373,1854,1401,1287,1214,1481,1109,931,1990,1064,1483,1378,971,1140,1975,1688,1356,1690,1112,2033,1436,976,1036,1024,960,875,1989,1607,1718,829,1088,1477,1853,1105,1514,946,1396,1542,2047,2038,941,1120,1686,1553,1976,1117,1099,1343,1887,1479,1761,1178,1611,1684,1309,1020,1991,2045,2036,1355,1374,1286,1023,1992,1478,861,1114,831,2034,1434,257,255,263,256,275,259,323,274,258,3,331,265,260,264,308,1632,1489,937,1946,1640,1485,1499,984,1628,1532,1510,1649,1793,1490,1790,1625,1741,1531,1508,1495,1533,1802,1630,1388,1653,1199,1852,1734,1197,1924,1794,1801,1494,1645,1800,1639,1650,1044,1511,1657,1512,1466,1648,1635,1851,1637,1509,1497,1198,1634,1152,1201,1386,1491,1432,1202,1799,1463,1467]),
% 289.81/289.62 ['proof']).
% 289.93/289.63 % SZS output end Proof
% 289.93/289.63 % Total time :287.710000s
%------------------------------------------------------------------------------